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n this context, gravity will change the ball's rate of climb over time but has no effect on the ball's horizontal speed. If the ball lands 2.896 seconds after it was hit, how many feet did the ball travel? (Recall that there are 5,280 feet in one mile and 3600 seconds in one hour.)

n this context, gravity will change the ball's rate of climb over time but has no effect on the ball's horizontal speed. If the ball lands 2.896 seconds after it was hit, how many feet did the ball travel? (Recall that there are 5,280 feet in one mile and 3600 seconds in one hour.)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 48E
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In this context, gravity will change the ball's rate of climb over time but has no effect on the ball's horizontal speed. If the ball lands 2.896 seconds after it was hit, how many feet did the ball travel? (Recall that there are 5,280 feet in one mile and 3600 seconds in one hour.)

A batter hits a baseball with an initial horizontal speed of 78 mph and an initial rate of climb of 62 mph. a. Start by drawing the vectors involved, then draw the component vector showing the baseball's speed and direction when it leaves the bat. Have you done this? Yes Great! Your diagram might look something like this: rate of climb (mph) horizontal speed (mph) b. How fast is the ball traveling when it leaves the bat? 99.6393 v mph Preview c. When the ball leaves the bat, what angle does it initially form with the horizon? 38.480 Preview d. In this context, gravity will change the ball's rate of climb over time but has no effect on the ball's horizontal speed. If the ball lands 2.896 seconds after it was hit, how many feet did the ball travel? (Recall that there are 5,280 feet in one mile and 3600 seconds in one hour.) 122.27 * feet Preview Submit
Transcribed Image Text:A batter hits a baseball with an initial horizontal speed of 78 mph and an initial rate of climb of 62 mph. a. Start by drawing the vectors involved, then draw the component vector showing the baseball's speed and direction when it leaves the bat. Have you done this? Yes Great! Your diagram might look something like this: rate of climb (mph) horizontal speed (mph) b. How fast is the ball traveling when it leaves the bat? 99.6393 v mph Preview c. When the ball leaves the bat, what angle does it initially form with the horizon? 38.480 Preview d. In this context, gravity will change the ball's rate of climb over time but has no effect on the ball's horizontal speed. If the ball lands 2.896 seconds after it was hit, how many feet did the ball travel? (Recall that there are 5,280 feet in one mile and 3600 seconds in one hour.) 122.27 * feet Preview Submit
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