3rd base resultant speed: απ || 2nd base A baseball is hit directly over second base with a velocity of 85 miles per hour. A wind of 22 miles per hour is blowing from third base to home. Describe the resultant speed and direction of the baseball. (Recall that the bases form a square.) Let a be the direction angle, the angle between the resultant velocity vector and the direction in which the baseball is hit. Home 1st base (Use decimal notation. Give your answer for the ball's speed to two decimal places. Give your answer for the ball's direction to the nearest degree. Include the degree symbol in your answer where needed.) miles per hour

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 50E
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3rd base
resultant speed:
απ
||
2nd base
A baseball is hit directly over second base with a velocity of
85 miles per hour. A wind of 22 miles per hour is blowing from
third base to home. Describe the resultant speed and direction
of the baseball. (Recall that the bases form a square.) Let a be
the direction angle, the angle between the resultant velocity
vector and the direction in which the baseball is hit.
Home
1st base
(Use decimal notation. Give your answer for the ball's speed to
two decimal places. Give your answer for the ball's direction to
the nearest degree. Include the degree symbol in your answer
where needed.)
miles per hour
Transcribed Image Text:3rd base resultant speed: απ || 2nd base A baseball is hit directly over second base with a velocity of 85 miles per hour. A wind of 22 miles per hour is blowing from third base to home. Describe the resultant speed and direction of the baseball. (Recall that the bases form a square.) Let a be the direction angle, the angle between the resultant velocity vector and the direction in which the baseball is hit. Home 1st base (Use decimal notation. Give your answer for the ball's speed to two decimal places. Give your answer for the ball's direction to the nearest degree. Include the degree symbol in your answer where needed.) miles per hour
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