Functions. Consider a 13-foot ladder placed against a wall such that the distance from the top of the ladder to the floor is h feet and the angle between the floor and the ladder is θ.
a. Write the height, h, as a function of angle θ.
b. If the ladder is pushed toward the wall, increasing the angle θ by 13°, write a new function for the height as the height as a function of θ + 13° and then express in terms of sines and cosines of θ + 13°.
Give the exact answer.

Question

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The Answer of Functions. Consider a 13-foot ladder placed against a wall such that the distance from the top of the ladder to the floor is h feet and the angle between the floor and the ladder is θ.
a. Write the height, h, as a function of angle θ.
b. If the ladder is pushed toward the wall, increasing the angle θ by 13°, write a new function for the height as the height as a function of θ + 13° and then express in terms of sines and cosines of θ + 13°.
Give the exact answer.

Functions Consider a 13-Foot Ladder Placed Against a Wall Such