00:01
In number eight in a, let me reference the triangle here.
00:10
So if we have triangle a, b, c, where we know angle c is right, let me actually do that a little bit different than.
00:21
Side a is 11 .3, side b is 9 .2.
00:26
We want to find angle a.
00:30
Well, you can use right triangle trig ratios, side, cosine, and tangent.
00:37
And from angle a, we've got the opposite and the adjacent.
00:43
So that's tangent.
00:47
We can say that the tangent of angle a equals 11 .3 over 9 .2.
00:52
And so angle a would be the inverse tangent of 11 .3 over 9 .2.
01:03
So into a calculator we go, make sure you're in degree mode.
01:07
And then the inverse tangent of 11 .3 over 9 .2.
01:14
Is to the nearest degree would be 51 degrees.
01:25
Triangle d -e -f, i'm going to erase some of this work now.
01:36
Just to save space, we've got triangle d -e -f, where angle d is 90.
01:53
Side d is 8 .7, side f is 5 .4.
01:58
We want to find angle f.
02:02
Well, from angle f, we've got the opposite.
02:05
In hypotenuse, well that's sign...