If you throw a ball, it will go up into the air, slowing down as it...

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If you throw a ball, it will go up into the air, slowing down as it goes, then come down again. It turns out, the speed changes as it goes up as it reaches maximum height, and as it goes back down! Suppose h(t) = 3 + 14t-5t² gives the height of the ball at time t. 1. Find (t) (1 item x 5 points) Let to be a point on the curve h(t). Find ntan(to) If you throw a ball, it will go up into the air, slowing down as it goes, then come down again. It turns out, the speed changes as it goes up as it reaches maximum height, and as it goes back down! Suppose h(t) = 3 + 14t-5t² gives the height of the ball at time t. 1. Find (t) (1 item x 5 points) Let to be a point on the curve h(t). Find ntan(to)

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1 We are given the height function ht 3 14t 5t2 2 To find the der... View the full answer