Joker has a workout when he trains for track. He warms up with a light jog for 2 miles at a constant rate for 16 minutes. Then he stretches for 5 minutes before running 5 miles at a constant rate for 20 minutes. Which function equation represents this scenario.
Let's assume the constant rate at which Joker warms up is represented by the variable "x" (in miles per minute).
Therefore, the equation for the distance Joker jogs during his warm-up is:
Distance = Rate × Time
Distance = x × 16
Next, let's assume the constant rate at which Joker runs is represented by the variable "y" (in miles per minute).
Therefore, the equation for the distance Joker runs during his workout is:
Distance = Rate × Time
Distance = y × 20
Since the total distance Joker warms up and runs is 2 miles for jog + 5 miles for the run = 7 miles, we can create another equation:
Distance = 7
Combining all the equations, we have:
x × 16 + y × 20 = 7
Therefore, the function equation that represents this scenario is:
16x + 20y = 7
Joker has a workout when he trains for track. He warms up with a light jog for 2 miles at a constant rate for 16 minutes. Then he stretches for 5 minutes before running 5 miles at a constant rate for 20 minutes. Which function equation represents this scenario.
d=1/8m for t≤16 ; d=2 for t>16 but t≤21
d=1/8m for t<=16: d=2 for t > 16 but t<=21;
d=1/8m+20.75 for t>21<=41
d=1/8m for t<=16; d=2 for t > 16 but t<=21;
d=1/8m+3.25 for t>21<=41
None of the provided equation options accurately represent the given scenario.
The correct function equation that represents this scenario is:
d = (1/8)m for t ≤ 16 ;
d = 2 for 16 < t ≤ 21 ;
d = (1/8)m + 3.25 for t > 21 ≤ 41