The dependent values of the two functions represent the same quantity (the ball's height above the ground) but they measure this quantity in different ways (one in yards, the other in feet). How do the values of f(t) and n(t) compare for any value of t? If some length measures 1 yard, then it must measure 3 feet (because 1 yard and 3 feet are equivalent lengths). a. If some length measures 4 yards, then it must measure feet. b. If some length measures 8.12 yards, then it must messure feet. c. Complete the following table of values. t [time elapsed since the ball was thrown (in seconds)] f(t) [the ball's height above the ground n(t) [the ball's height above the ground (in yards)] (in feet)] 0.3 6.04 0.65 10.67 1.1 12.76 1.54 10.67 1.8 7.44

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter9: Solving Quadratic Functions
Section: Chapter Questions
Problem 2CA
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The dependent values of the two functions represent the same quantity (the ball's height above the ground) but they measure this quantity in
different ways (one in yards, the other in feet). How do the values of f(t) and n(t) compare for any value of t?
If some length measures 1 yard, then it must measure 3 feet (because 1 yard and 3 feet are equivalent lengths).
a. If some length measures 4 yards, then it must measure
feet.
b. If some length measures 8.12 yards, then it must messure
feet.
c. Complete the following table of values.
t [time elapsed since the ball was thrown
(in seconds)]
f(t) [the ball's height above the ground n(t) [the ball's height above the ground
(in yards)]
(in feet)]
0.3
6.04
0.65
10.67
1.1
12.76
1.54
10.67
1.8
7.44
Transcribed Image Text:The dependent values of the two functions represent the same quantity (the ball's height above the ground) but they measure this quantity in different ways (one in yards, the other in feet). How do the values of f(t) and n(t) compare for any value of t? If some length measures 1 yard, then it must measure 3 feet (because 1 yard and 3 feet are equivalent lengths). a. If some length measures 4 yards, then it must measure feet. b. If some length measures 8.12 yards, then it must messure feet. c. Complete the following table of values. t [time elapsed since the ball was thrown (in seconds)] f(t) [the ball's height above the ground n(t) [the ball's height above the ground (in yards)] (in feet)] 0.3 6.04 0.65 10.67 1.1 12.76 1.54 10.67 1.8 7.44
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