The roller coaster rides at Math Games are all shaped like trigonometric functions. Dan goes on the "sine" ride and his height in meters is measured by h(t) = 5sin(t) + 10. At t=n sec, what is Dan's instantaneous rate of change? o 101 m/s O -5 m/s O -10 m/s o -10r m/s

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Chapter5: Exponential And Logarithmic Functions
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The roller coaster rides at Math Games are all shaped like trigonometric functions. Dan goes on the "sine" ride and his height in meters
is measured by h(t) = 5sin(t) + 10.
At t=n sec, what is Dan's instantaneous rate of change?
о 10л m/s
-5 m/s
-10 m/s
-10π m/s
Transcribed Image Text:The roller coaster rides at Math Games are all shaped like trigonometric functions. Dan goes on the "sine" ride and his height in meters is measured by h(t) = 5sin(t) + 10. At t=n sec, what is Dan's instantaneous rate of change? о 10л m/s -5 m/s -10 m/s -10π m/s
Let k = 4e-2t
where t is time measured in seconds.
What is the instantaneous rate of change at t = 1 second?
1.08
1
0.4
-1.08
Transcribed Image Text:Let k = 4e-2t where t is time measured in seconds. What is the instantaneous rate of change at t = 1 second? 1.08 1 0.4 -1.08
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