Two events may be simultaneous for some but not for others

Superfact 5 : Two events may be simultaneous for some but not for others

Two events may be simultaneous for some but not for others. This means that two events that are simultaneous to an observer may happen at different times to other observers. If two lamps A and B turn on at the same time according to observer #1, lamp A may turn on first for observer #2, and lamp B may turn on first for observer #3. All three observers are correct because time is relative.

Previous Fact:

My previous blog post “The Speed of Light In Vacuum Is a Universal Constant” explained that the speed of light in vacuum compared to yourself is the same regardless of your motion or the origin of the light beam. A beam from a flashlight you are holding is traveling at a specific speed c = 299,792,458 meters per second as compared to you. If your friend is traveling at half the speed of light compared to you, he will still agree that the light beam from your flashlight is traveling at the specific speed c = 299,792,458 meters per second as compared to him, just like his own light beam by the way.

No matter how everyone is traveling everyone agrees that all light beams everywhere, emanating from everyone’s flashlights, all travel at exactly the same speed c = 299,792,458 meters per second. Like I said, the speed of light in vacuum is a universal constant. This is made possible by accepting that space and time are relative, but what does that mean? As mentioned in the other post this leads to the special theory of relativity.

I can add that since we are talking about relativity, or rather special relativity, relativistic effects have been very well tested by thousands of experiments and are not in doubt by the scientific community. Don’t be fooled by the word “theory” in special theory of relativity. “Theory” is not used the same way in science as in everyday language.

In this picture Amy is traveling past Alan in a rocket. Both have a laser. Both measure the speed of both laser beams to be c = 299,792,458 meters per second.

Relativity of simultaneity

Time is relative not only means that clocks are running slower in moving systems or that distances are contracted. It means that observers will disagree on how fast clocks are running and even disagree on whether events are simultaneous or not and in which order events occur.

If you are traveling through space at a very high speed and your wife/husband is back on earth, you can’t really ask yourself, “I wonder what my wife/husband is doing now?”, because what time it is back on earth depends on how it is calculated and by which observer. There is no universal now. Time is not absolute. Time is relative. The speed of light in vacuum is what is absolute.

I should add that if you combine space and time into spacetime you get an entity that is the same for all observers, the spacetime interval. You can say that in four dimensions the relativity disappears, but that is beyond the scope of this blog post.

Amy is traveling at a high speed to the left compared to two lamps A and B. Alan is standing still compared to the lamps. Adam is traveling at a high speed to the right compared to two lamps A and B. Alan turns on the lamps at the same time. After considering the travel time of the light she sees, Amy concludes that lamp B turned on first. After considering the travel time of the light he sees, Adam concludes that lamp A turned on first. I should add this non-simultaneity can only happen if the lamps are separated by a distance.

Below I am going to explain what is going on in more detail. If you don’t want to get into the details you can stop reading here. I am not going to explain the theory of special relativity, but I will explain some of the background and it gets a little bit complicated. Explaining scientific theories is not the goal of this blog. The goal of this blog is to list scientifically/expert accepted facts that are still disputed amongst the public or are highly surprising facts. Let’s look at time dilation first.

Time dilation

That clocks run at different speeds as a result of the constancy of speed of light in vacuum is pretty much well accepted. This is called time dilation. If Amy is passing Alan at a high speed, Alan will see Amy’s clocks running slower than his. This can be illustrated by the light clocks depicted below. The light clocks consist of light beams that are bouncing up and down between the floor and a mirror in the ceiling. Since light in vacuum is a universal constant, this is a very precise and reliable clock.

However, from Alan’s perspective the light beam in Amy’s system/spaceship must go farther than in Alan’s system (but note, from Amy’s perspective it is the opposite). Since the speed of all light beams in vacuum is a universal constant Amy’s clock is slower from Alan’s perspective.

Alan and Amy have identical light clocks. We call the time it takes for the light beam to go from the floor to the ceiling (one clock tick) Dt in Amy’s case and Dt’ (reference frame) for Alan. Amy is speeding past Alan towards the left. From Alan’s perspective Amy’s clock is running slower. Using Pythagoras theorem, it is possible to derive the formula for time dilation shown in the lower left corner.

When you realize that speeds and velocities are relative, a difficulty arises, perhaps even an apparent paradox. Let’s assume that you are flying in a rocket in space, and you meet another rocket, and your relative speed is 10 million miles per hour.

Is the other rocket standing still and you are moving at 10 million miles per hour? Is the other rocket moving towards you at 10 million miles per hour and you are one standing still? Or are both moving at the speed of 5 million per hour towards each other? Who gets to decide? Do we decide what is “standing-still” by tying it to a point on the surface of planet Earth, the center of planet Earth, the center of our solar system, or the center of our galaxy, or maybe another galaxy or an ether that no one can find?

The point is velocities are always compared to something and can be assigned arbitrary numbers. That means that if an observer, Amy, is speeding past another observer, Alan, at a high speed, then Alan thinks that Amy’s clock runs slower, but note, speed is relative, so we can reverse the situation. In fact, Amy thinks that it is Alan’s clock that runs slower.

It is equally correct to say that Amy is standing still and that it is Alan that is moving fast to the right. This time (pun not intended) the clock ticks Dt correspond to Alan’s clock ticks and Amy’s clock ticks are Dt’.

To understand how this works and why this is not a contradiction you need the Lorentz transform. The Lorentz transform is a so-called coordinate transform that incorporates time and space (as variable x), and it determines the specific time and space coordinate for one system based on the time and space coordinate for another and the relative velocity between the two. The Lorentz transform is a way of keeping account of time and space coordinates and using it correctly resolves any apparent paradoxes.

It is a bit more complicated to derive the Lorentz transform, and it is beyond the scope of this blog post. Suffice it to say that it is the vx/c2 term in the equation that both explains how it is possible for both Amy and Alan to consider the other’s clock slower and introduces the non-simultaneity aspect of special relativity. You have to look at both space and time to get the full picture.

The Lorentz transform is a so-called coordinate transform that incorporates time and space (as variable x), and it determines the specific time and space coordinate for one system based on the time and space coordinate for another and the relative velocity between the two.

The Twin Paradox

There is one obvious paradox that I need to address. Let’s say that Amy and Alan are of the same age. Then Amy leaves earth and travels at high speeds toward the star Sirius. From Alan’s perspective Amy’s clocks are running slower and from Amy’s perspective Alan’s clocks are running slower.

What will happen if Amy turns around and returns to earth after visiting Sirius and they meet up again? Will Amy be younger than Alan or will Alan be younger than Amy. Will they both be younger than each other? Well, the latter is not possible. You have to keep count of the time and what happens is that during the decelerations/accelerations necessary for Amy to turn around as well as the speed-up/slow-down around earth, Amy will catch up on the time that she lost with Alan.

In other words, her acceleration will make it so Alan’s clocks will run faster. When she comes back and meets up with Alan back on earth, Alan will be much older than her.

Recommended Reading

Below is some recommended reading on the Special Theory of Relativity.

Note after copying all the text from my word document to WordPress I realized that wordpress cannot handle symblic characters. Thus all my delta-t were turned into Dt. I am sorry about that.


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The Speed of Light In Vacuum Is a Universal Constant

Superfact 4 : The Speed of Light In Vacuum Is a Universal Constant

The speed of light in vacuum is a universal constant. The speed of light in vacuum is the same for all observers regardless of their speed and the direction in which they are going. It is always c = 299,792,458 meters per second. If you try to catch up to a light beam and try to travel close to the speed of the light beam, you will not be able to catch up. The speed of the light beam will still be c = 299,792,458 meters per second compared to you no matter how fast you go. This is possible because time and space don’t behave like we expect.

Superfacts

This is the fifth post of my super-factful blog and my fourth super-fact. As I mentioned previously, the goal of this blog is to create a long list of facts that are important and known to be true and yet are either disputed by large segments of the public or highly surprising or misunderstood by many.

These facts are not trivia, they are accepted as true by the experts in the relevant fields, the evidence that the fact is true is impressive, and they are important to the way we view the world and to what we believe, and despite being known to be true they are hard pills to swallow for many. They are not scientific theories or complicated insights but facts that can be stated simply. In a paragraph or less. They may need more explanation than you can fit in one paragraph, but they can be stated, with a brief explanation in just one paragraph.

The Fourth Superfact

My fourth super-fact is that the speed of light in vacuum compared to yourself is the same regardless of your motion. A beam from a flashlight you are pointing forward is traveling at a specific speed c = 299,792,458 meters per second forward, no matter what you are comparing to. It is important to understand that speed is relative. If you drive 95 miles per hour on a Texas highway you are driving 95 miles per hour compared to the pavement, but you are traveling more than 2,000 miles per hour compared to the moon.

However, a light beam will be traveling at the speed of c = 299,792,458 meters per second (186,000 miles per second) compared to the pavement and also compared to the moon, the sun, the galaxy, the fastest spaceship possible and another light beam. The speed of light in vacuum is not relative. For light in vacuum there is only one speed compared to everything.

Someone passing you at the speed of 99.99% of the speed of light in vacuum will measure his flashlight beam to have the speed c = 299,792,458 meters per second and he will measure your flashlight beam to have the speed c = 299,792,458 meters per second and so will you. It is as if c + c = c. 1 + 1 = 1 not 2, didn’t you know? This is logically possible because time and space is different for different observers.

This is quite shocking if you haven’t come across it before and there are a lot of people (not professional physicists) who refuse to believe it. So, in my opinion it is a super fact. In summary:

No matter how fast you travel, or in what direction, or where you are, you will measure the speed of light in vacuum compared to yourself to be c = 299,792,458 meters per second or approximately 186,000 miles per second or 671 million miles per hour. That goes for all light beams passing by you regardless of origin.

In this picture Amy is traveling past Alan in a rocket. Both have a laser. Both measure the speed of both laser beams to be c = 299,792,458 meters per second.

In the picture above let’s say Amy is flying past Alan at half the speed of light. If you believe Alan when he says that both laser beams are traveling at the speed of c = 186,000 miles per second, then you would expect Amy to measure her laser beam to travel at a speed that is half of that c/2 = 93,000 miles per hour, but she doesn’t. She measures her laser light beam to travel at the speed of c = 186,000 miles per second just like Alan. This seems contradictory.

The solution that the special theory of relativity offers for this paradox is that time and space are relative and Amy and Alan measure time and space differently (more on that in another post).

Time is going to be different for me than for you. From shutterstock Illustration ID: 1055076638 by andrey_l

I should add that the realization that the speed of light in vacuum is a constant regardless of the speed or direction of the observer or the light source was a result of many experiments, which began with the Michelson-Morley experiments at Case Western Reserve University, Cleveland, Ohio in the years 1881-1887.

At first scientists thought that there was an ether, which acted as a medium for light. They assumed that earth would be moving through this ether. What they tried to establish was earth’s velocity through the ether, but all measurements resulted in light always having the same speed, in all directions, all the time, in summer and in winter, no matter in which direction earth was going. At first, they tried to explain this by saying that the ether compressed the experimental equipment and distorted clocks exactly so that it seemed like the speed of light in vacuum always came out the same.

Others said that earth was dragging the ether with it, but that explanation turned out not to hold water. With the special theory of relativity in 1905 those speculations were laid to rest. It was the way time and space were constructed and connected.

The first Michelson-Interferometer from 1881. It was used to measure the speed difference of two light beams (well a split light beam) with a very high accuracy (for the time). The light traveled with the same speed in all directions and no matter what earth’s position and speed was in its orbit around the sun. This picture is taken from Wikipedia and is in the public domain of the United States.
The speed c = 299,792,458 meters per second is a universal speed limit created by time and space

I should point out that there is nothing magical about the speed of light in a vacuum. Light traveling through matter, like glass or water, does not travel at this speed c, but slower. That is why I keep saying the “speed of light in vacuum” instead of “the speed of light”.

It is also not entirely correct to say that the speed of light in vacuum is a universal constant, because it isn’t only about the speed light. It is just that light that travels unimpeded through vacuum reaches the universal speed limit created by time and space, or the space-time continuum (that’s another post). The light is prevented from traveling infinitely fast by this speed limit, and light is not the only thing behaving this way. All massless particles / radiation is prevented from reaching infinite speed by this universal speed limit and they will also travel with exactly the same speed c = 299,792,458 meters per second compared to all observers, just like light in vacuum.

So how is time and space arranged to cause this universal speed limit? Well, that is a surprising super fact post for another day (I will link to it once I have made the post). I can add that the discovery that light in vacuum is a universal constant changed basically everything in physics. We had to change the equations and the physics regarding not just time and space but energy, momentum, mass, force, electromagnetics, space geometry, particle physics, and much more. The energy and mass equivalency is a direct result of this E = mc2.

Examples:

Below are some examples of what this discovery led to. Again, don’t worry about the details or how it works. I might explain these effects in future super fact posts and link to them.

  • Time for travelers moving fast compared to you is running slower.
  • Length intervals for travelers moving fast compared to you are contracted.
  • Simultaneous events may not be simultaneous for another observer.
  • The order of events may be reversed for different observers.
  • If you accelerate to a speed that is 99.999% of the speed of light you still haven’t gotten any closer to the speed of light from your perspective. Light in vacuum will still speed off from you at c = 186,000 miles per second. You think you’ll keep accelerating but that the light keeps accelerating just as much ahead of you. You cannot catch up. What other observers see is you accelerating less and less and never catch up even though you get closer.
  • Forces, the mass of objects, momentum, energy and many other physical quantities will reach infinity as you approach the speed of light in vacuum assuming you are not a massless particle.
  • Mass is energy and vice versa E = mc2
  • Magnetic fields pop out as a relativistic side-effect of moving charges.
Mass is energy and vice versa, a direct result of the way time and space are related. Stock Photo ID: 2163111377 by Aree_S
Can We Travel Faster Than The Speed Of Light?

So, it seems like we cannot travel faster than the speed of light in vacuum. It seems like the universal speed limit is a hard limit, unlike the speed limits on Texas highways. That is maybe true, at least locally where we are.

However, you could get around it, by what is kind of cheating, by stretching and bending space to the extreme by using, for example, enormous amounts of negative energy. That’s happening to our Universe over a scale of tens of billions of lightyears. I should add that a lightyear is the distance light in vacuum travel in one year. Stretching and bending space is not part of the special theory of relativity. That is Einstein’s General Theory of Relativity.


To see the other Super Facts click here

We Know That the Earth is Billions of Years Old

Superfact 1 : The Earth Is Billions Of Years Old

The scientific evidence overwhelmingly show that Earth is billions of years old. There is no credible scientific evidence for a young Earth.

This is the second post on my super-factful blog. As I mentioned in my first post the goal of this blog is to create a long list of facts that are important and known to be true yet are either disputed by large segments of the public or highly surprising or misunderstood by many. These facts are not trivia, they are accepted as true by the experts in the relevant fields, the evidence that the fact is true is impressive, and they are important to the way we view the world and to what we believe, and yet they are hard pills to swallow for many. They are not scientific theories or complicated insights but facts that can be stated simply.

In lack of a better term, I am referring to these facts as “super facts” and so far, I’ve made a list of more than a hundred. In addition to just stating the fact I will explain why we know that it is true and discuss the evidence, give background information and provide links. However, my posts will not be deep dives into the topics in question. I will try to remember to suggest resources for further study. I am open to suggestions for super facts as well as challenges to super facts I’ve posted, or other things I written that someone may disagree with. In fact, I would find that helpful, as long as we can discuss the issue in good faith and keep it friendly.

I will certainly be open to counter arguments but let’s keep it friendly. Photo by Ketut Subiyanto on Pexels.com

My first super fact, which is this post,  is “We Know That the Earth is Billions of Years Old”. To some this may seem trivial whilst others dispute it. The scientific community states that Earth is 4.5 billion years old and that humans evolved over millions of years. This is not in dispute among the scientists / experts in the relevant fields, and yet a lot of non-scientists do not believe this. A 2019 Gallup poll showed that 40% of US adults believe that God created humans in their current form within the last 10,000 years. Therefore, I think this is a good example of a super fact.

Is Earth 4.5 billion years old or 6,000 years old? Photo by Pixabay on Pexels.com. It was originally taken by Bill Anders and published by NASA.

Older Beliefs

As a teenager I believed that Earth was 6,000 years old. That was before I knew much about science. I had read agenda driven books that left out, or wrongfully dismissed the evidence for an old earth while presenting faulty arguments for a young earth. Just learning about the relevant science was enough for me to realize that I had been bamboozled. At first, I dug my heels in, but I eventually realized that the belief that earth was 6,000 years old was not tenable and unsupportable by science.  

If I had known and understood any of what I am posting in this post when I was 14 years old, I don’t think I would have been bamboozled by the young earth creationist books. However, I can add it was not the only time I was bamboozled. I am hoping my blog will lead to some new insights and good reflection including for myself.

Perhaps some new insight. Perhaps some intellectually honest reflection. Photo by Keegan Houser on Pexels.com

“Old Earth” Vs “Young Earth”

Below I am first presenting some evidence for “old earth” and then some arguments, or faulty evidence, for “young earth”.

Radiometric dating of meteorite material, terrestrial material and lunar samples demonstrate that earth is 4.5 billion years, or more precisely 4.54 billion years old.

The various measurements include radiometric dating of rocks and crystals and meteorites found in the earth’s crust as well as moon rocks. There are a number of radiometric dating methods, not just carbon-14.

For example, comparisons of the abundance of carbon-12 and carbon-13 has been used to established that the increase of carbon dioxide in the atmosphere comes from burning fossil fuels, not another source of carbon. Radiometric dating methods use the relative abundance of radioactive isotopes in materials. For example, I-129 (Iodine 129) decays to X-129 (Xenon 129) with a half-life of 16 million years. So, if only a quarter of the original amount of I-129 remains you know that corresponds to 32 million years.

There are a lot of other radioactive isotopes with a wide range of half-lives that can be used for radiometric dating, including uranium-lead dating (U-235, U-238, Pb-206, Pb-207), Samarium–neodymium dating, Potassium–argon dating, Rubidium–strontium dating, Uranium–thorium dating, Chlorine-36 dating, Argon–argon dating, Iodine–xenon dating (I-129 – Xe-129), Lanthanum–barium dating, Lead–lead dating, Hafnium–tungsten dating, Oxygen-Oxygen dating (Isotopes O-16, O-17, O-18), Potassium–calcium dating, Rhenium–osmium dating, Uranium–uranium dating, Krypton–krypton dating, Beryllium dating (Be-10 Be-9), and many others as well the mixing of dating methods.

These dating methods use radioactive decay to establish age, and the various isotopes mentioned have half-lives from a few thousand years to billion years.

There are also dating methods that do not use the relative abundance of radioactive isotopes to establish age. In fission track dating you count the “track” markings left in it by the spontaneous fission of , for example, uranium-238 impurities. In this case you don’t need to know the initial abundance of the radioactive isotope.

In luminescence dating methods you don’t even rely on radioactive isotopes but the effect that background radiation has had on materials. Stratigraphy, or stratigraphic dating, is a relative dating method that uses layers of sediment, rock, debris, and other materials to date events.

Radiometric dating uses the rate of radioactive decay and knowledge of initial relative abundances to establish age. Earth comes out to be billions of years old, not 6,000. Stock Vector ID: 2417370135 by grayjay
We can see galaxies that are billions of lightyears away.

This does not establish the age of the earth, but young earth creationists typically also believe in a young universe. In addition, an old universe makes a young earth implausible.

The light from a powerful stellar object or a galaxy that is five billion light years away took five billion years to reach us.
We know stars are old because they develop according to certain physical processes.

These physical processes give different stars different lifespans. You can establish the age of a star by determining where it is along its development. An example is our sun. It has fused (burned up) up around five billion years’ worth of hydrogen, so we know it is around five billion years old.

The heavier elements in our solar system originate with older stars that burned out and exploded.

Our solar system, the earth and our bodies contain many kinds of elements heavier than iron. However, elements above iron in the periodic table cannot be formed in the normal nuclear fusion processes in stars. But they can be formed when massive stars die in a supernova explosion or when neutron stars (dead stars) collide. A massive star living, dying, exploding in a supernova, and after that the heavy elements are spread all the way to our solar system, is not a process that can take only 6,000 years. It’s millions and billions of years. It is also interesting to note that this means that parts of our body consist of materials originating in faraway dead stars. We are stardust.

Electromagnetic radiation, including light, and heat transfer, travels from the inside of the sun to the surface and this process takes 100,000 years.

The photons are emitted and reabsorbed over and over, which is a relatively slow process inside the side. If the solar system, the earth, the sun, etc., is only 6,000 years old, how can we see the sun?

Heat / radiation transfer from the inside of the sun to the surface of the sun takes 100,000 years.

Finally, some young earth arguments

Radioactive decay rates have changed drastically (No!)

First, this is an ad hoc argument that lacks evidence. Secondly this claim cannot work. The rates of radiometric decay (the ones relevant to radiometric dating) are a result of fundamental physical properties of matter, such as the probability per unit time that a certain particle can “tunnel” out of the nucleus of the atom.

You can’t change fundamental physical properties without destroying physics and how atoms work. The claim is also contrary to empirical evidence. For example, analysis of spectra from quasars show that the fine structure constant has not changed over the last ten billion years.

Another problem with this argument is that for a young earth you would need the decay rates to have been millions of times faster in the past, which would require changes in fundamental properties that would have plenty of noticeable effects on processes other than radioactive decay, not to mention the radiation being millions of times stronger than today. That’s a lot of radiation for Adam and Eve to survive. It would have fried everything.

In addition it is also a mystery how the dozens of different radiometric dating methods could have remained consistent with each other throughout time and add the fact that there are dating methods that do not rely on the decay rate of isotopes.

Young earth creationists sometimes make the claim that the initial ratios between isotopes may have been different.

That the initial ratios/condition were different in the past and therefore radiometric dating is unreliable is a better argument, but it also fails. In this case you must take it case by case for each radiometric dating method and situation. There are some rare cases of mistaken assumptions but there are also cases where the amount of the daughter isotope is known to have been zero, which makes it easy and reliable.

The speed of light in vacuum has changed throughout history (No!)

Similar to the situation above, this objection does not work because the light speed in vacuum is a fundamental constant that is not believed to change, and it would be very strange if it could change. It has been measured and no change has been seen. An example is the Einstein’s equivalence of energy and mass E = mc2. If the speed of light once was millions of times faster than now, the energy contained in a kilogram would be a trillion times larger than now. Where did all that energy go?

Another example, from electromagnetic theory the speed of light is determined by the inverse of the square root of the electric constant multiplied by the magnetic constant (see below). You would have to drastically change the strength of the electric and magnetic fields (by the trillions) to get the speed of light to be millions of times faster. If you for example made the electric field a trillion times weaker how would atoms hold together?

Yet another example, Planck’s law features the speed of light in vacuum constant. In physics, Planck’s law describes the spectral density of electromagnetic radiation emitted by a black body in thermal equilibrium at a given temperature T, when there is no net flow of matter or energy between the body and its environment. Changing the speed of light in vacuum would turn light into very slow microwaves. How would Adam and Eve be able to see? Not to mention that the proportionality constant on the right-hand side of Einstein’s field equations has the speed of light in it. Gravity would essentially disappear. The light speed in vacuum shows up in many other physical relations as well.

A few equations in which the speed of light in vacuum is a fundamental constant.

The earth’s magnetic field has been weakening during the last 130 years as if it was formed from currents resulting from earth being a discharging capacitor (claim by Thomas Barnes). This would make an impossibly strong magnetic field already 8,000 years ago.

I remember this being one of the arguments in a young earth creationist book that I read as a teenager. However, there are a number of problems with this claim.

  • The first problem with this argument is that there is no good reason to believe that earth’s magnetic field acts this way. It does not act like a discharging capacitor.
  • We know that earth’s magnetic field has reversed itself several times thus disproving the discharging capacitor model.
  • Thomas Barnes’ extrapolation completely ignores the nondipole component of the field.
Earth’s magnetic field. Stock Vector ID: 1851166585 by grayjay.

If the earth and the moon were billions of years old there would be a hundred feet thick dust layer from meteorites  on the moon. The moon landing proved otherwise.

This is yet another argument I remember reading in a young earth creationist book (Scientific Creationism by Henry Morris) as a teenager. The problem with this argument, as I would later find out, is that Morris’ claims about a hundred feet thick dust layer was based on faulty and obsolete data. The expected depth of meteoritic dust on the Moon is less than one foot (after billions of years).

An old earth would be covered by 182 feet of meteoric dust.

This is another claim that I remember from Henry Morris’ book. The observed rates used in Morris’s calculations are based on dust collected in atmosphere; this measurement was contaminated by dust from the earth. More recent measurements of cosmic dust influx measured from satellites give an influx rate of about 1% as large, corresponding to a 66 centimeter at most thick over 4.5 billion  years.

Basically, the evidence for an old earth is very compelling whilst young earth objections to that evidence fails, and young earth arguments tend to fail. At least I am not aware of any valid young earth argument. In addition, based on my readings of young earth creationist books, these books tend to be conspiratorial in nature and making implausible claims about scientific community having certain agendas. There is a reason the young earth view is nearly universally rejected by the relevant scientists.

Conclusion

My conclusion is that the fact that we know that the Earth is Billions of Years Old is a super fact. We know it’s true, it is important, and yet large portions of the public reject that fact.


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