Suppose you are on a ferris wheel (that turns in a counter clockwise direction) and that your height, in meters, above the ground at time $t$, in minutes, is given by $h(t)=16 \sin \left(\frac{\pi}{2} t\right)+18$. How many meters above the ground are you at time $t=0 ?$

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The Answer of Suppose you are on a ferris wheel (that turns in a counter clockwise direction) and that your height, in meters, above the ground at time $t$, in minutes, is given by $h(t)=16 \sin \left(\frac{\pi}{2} t\right)+18$. How many meters above the ground are you at time $t=0 ?$

Suppose You Are on a Ferris Wheel (That Turns in a Counter