A24 foot ladder is placed against a building to reach a window on the second floor. the angle of depression from the top of the ladder to the bottom of the ladder is 62 degrees. find the distance between the bottom of the ladder and the base of the building to the nearest tenth of a foot. : /

We establish that the angle of depression is in that spot there that forms with the dashed lines. then we can say that angle is the same as that angle in the triangle that forms with the ladder. then, since that's a right angle, we use cosine to find the length between the bottom of ladder to the wall

cos 62 = d / 24
d = 24*cos62
d =11.3 ft

60 ÷ -20 x makes x = -3

The volume is 56.8 triangular the