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Trig ratios sine, cosine, tangent Video transcript In this video, I want to give you the basics of trigonometry. And it sounds like a very complicated topic, but you're going to see that it's really just the study of the ratios of sides aki ola physics triangles.
The "trig" part of trigonometry literally aki ola physics triangle. And the "metry" part literally means measure.
So let me just give you some examples here. And I think it'll make everything pretty clear. So let me draw some right triangles.
Let me just draw one right triangle. So this is a right triangle.
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Aki ola physics when I say it's a right triangle, it's because one of the angles here is 90 degrees. This right here is a right angle.
It is equal to 90 degrees.
And we'll talk about other ways to show the magnitude of angles in future videos. So we have a degree angle.
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It's a right triangle. And let me put some lengths to the sides here. So this side over here is maybe 3. This height aki ola physics over there is 3.
Maybe the base of the triangle right over here is 4. And then the hypotenuse of the triangle over here is 5.
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You only have a aki ola physics when you have a right triangle. It is the side opposite the right angle. And it is the longest side of a right triangle.
So that right there is the hypotenuse. You probably learned that already from geometry.
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And you can verify that this right triangle, the sides work out. Aki ola physics know from the Pythagorean theorem that 3 squared plus 4 squared has got to be equal to the length of the longest side, the length of aki ola physics hypotenuse squared, is equal to 5 squared.
So you can verify that this works out. This satisfies the Pythagorean theorem.