A baseball with mass 0.13 kg and speed 41 m/s is struck by a baseball bat of mass m and speed 38 m/s (in the opposite direction of the ball's motion). After the collision, the ball has initial speed 79.6m-6.76 u(m) = m+ 0.13 m/s. Show that u '(m) >0 and interpret this in baseball terms. Compare u '(0.9) and u '(1.2). Round your final answer to two decimal places. u'(0.9) and u'(1.2) The rate at which this speed is increasing is (select)

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter1: Equations, Inequalities, And Mathematical Modeling
Section1.1: Graphs Of Equations
Problem 9ECP
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A baseball with mass 0.13 kg and speed 41 m/s is struck by a baseball bat of mass m and speed 38 m/s
(in the opposite direction of the ball's motion). After the collision, the ball has initial speed
79.6m - 6.76
u(m) =
m+ 0.13
m/s.
Show that u '(m) >0 and interpret this in baseball terms. Compare u '(0.9) and u '(1.2).
Round your final answer to two decimal places.
u'(0.9)~
and u'(1.2)
The rate at which this speed is increasing is (select)
Transcribed Image Text:A baseball with mass 0.13 kg and speed 41 m/s is struck by a baseball bat of mass m and speed 38 m/s (in the opposite direction of the ball's motion). After the collision, the ball has initial speed 79.6m - 6.76 u(m) = m+ 0.13 m/s. Show that u '(m) >0 and interpret this in baseball terms. Compare u '(0.9) and u '(1.2). Round your final answer to two decimal places. u'(0.9)~ and u'(1.2) The rate at which this speed is increasing is (select)
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