Mathew wants to throw a bouncy ball at the ceiling so that it bounces down and lands on Wiley's head. He throws the ball up in the air where it travels 9.5 ft at an angle of 70 degrees above the ground before it hits the ceiling. After the ball bounces off the ceiling, it travels a distance of 10 ft in the same direction as vector 5i-7j before it hits Wiley's head. What is the angle (alpha, labeled in orange on diagram) formed by the ball bouncing off the ceiling? Write your answer in degrees and round to 2 decimal places. Leave your answer in exact form until the final step. you must use the below formula as part of your work to solve for the angle formed by the ball bouncing off the ceiling. cos 0 Make sure you clearly show and label your work. You should use exact form until the final step of your work. ceiling Mathew Wiley
Mathew wants to throw a bouncy ball at the ceiling so that it bounces down and lands on Wiley's head. He throws the ball up in the air where it travels 9.5 ft at an angle of 70 degrees above the ground before it hits the ceiling. After the ball bounces off the ceiling, it travels a distance of 10 ft in the same direction as vector 5i-7j before it hits Wiley's head. What is the angle (alpha, labeled in orange on diagram) formed by the ball bouncing off the ceiling? Write your answer in degrees and round to 2 decimal places. Leave your answer in exact form until the final step. you must use the below formula as part of your work to solve for the angle formed by the ball bouncing off the ceiling. cos 0 Make sure you clearly show and label your work. You should use exact form until the final step of your work. ceiling Mathew Wiley
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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