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References 1 Result & discussion:...

Question

References 1 Result & discussion:

References 1 Result & discussion:



Answers

What is a frame of reference?

Here. We have to evaluate Bernoff Factorial? No. As we know, one factorial is always equal to one. Therefore, we will have one off. Factorial is equal to one. So one will be the answer for the evaluation off one factorial.

One Factorial Well that's just one Yeah.

In this problem we have to evaluate the expression one factorial. Now we know that a factorial is the yeah product of all of the integer factors of a integer, so one only has the integer factor one, and hence one factorial equals one, and that is a required answer.

All right, when we are working with reference angles to calculate the things we need to calculate. Sometimes we form a triangle to work with things that we need to work on some. What we mean by that is this. If we have angle, let's see, it ends in the second quadrant. All right, so I have some Ingle theater. In this case, it's a second quarter an angle because the terminal side is in quadrant two. The reference angle. It's gonna be that angle right there. The reference singles always the angle between the terminal side and the X axis. Never the y axis always between the terminal side on the X axis. So now if I wanted to discuss the trig function values for this angle, well, we know the trick function values were defined by the sides of the triangle Sinus opposite over hypotenuse coast and is adjacent over a hot news in someone. So what I would do is I would need to draw all right, triangle. And when I How I do that is by dropping a lying perpendicular from the terminal side to the X axis, making a right triangle where is now the length of that terminal signed Where we're intersecting or X y cordon will be the iPod news. The height of this rank triangle will be the why and the base of that right triangle will be the X. So this is how we would do a reference strangle right If we had a triangle who's terminal side? We're down in water four, for example. Then same deal. We have some angle. Fada. A reference single's gonna be this single right here. So we make a triangle that includes that reference angle. So when I drop my perpendicular again always to the X axis never low why then you have your pie by news, your height will be the why in your base will be the X.


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