3. Mya lives on the third floor of her apartment building, located 35.7 feet above the ground. She takes an elevator that rises at a rate of 4.5 feet per second to the 22d floor. Which function below describes Mya's height, h, as a function of the time, t, in seconds she has been in the elevator? h=35.7t +4.5 (1) +35.7 4.5 (3) (2) h=4.5t +35.7 (4) h=t+4.5- 35.7
3. Mya lives on the third floor of her apartment building, located 35.7 feet above the ground. She takes an elevator that rises at a rate of 4.5 feet per second to the 22d floor. Which function below describes Mya's height, h, as a function of the time, t, in seconds she has been in the elevator? h=35.7t +4.5 (1) +35.7 4.5 (3) (2) h=4.5t +35.7 (4) h=t+4.5- 35.7
Chapter10: Exponential And Logarithmic Functions
Section10.2: Evaluate And Graph Exponential Functions
Problem 10.33TI: Another researcher at the Center for Disease Control and Prevention, Lisa, is studying the growth of...
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3. Mya lives on the third floor of her apartment building, located 35.7 feet above the ground.
She takes an elevator that rises at a rate of 4.5 feet per second to the 22nd floor. Which
function below describes Mya's height, h, as a function of the time, t, in seconds she has
been in the elevator?
h= 35.7t + 4.5
h =
+35.7
(1)
4.5
(3)
(2) h=4.5t +35.7
(4) h=t+4.5–35.7
d or
me
Turn i
mm
nment
to Hab
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