A ball is thrown vertically upward. After t seconds, its height h (in feet) is given by the function h(t)=112t-16r². What is the maximum height that the ball will reach? Do not round your answer. Height: feet X S

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A:

Q: A golfer's tee shot follows a path given by y = 96t − 16t2, where y is the height of the ball (in…

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Q: h (t) = -5t² + 40t . What will the velocity be after 3 seconds? O 75 ft/sec O 10 ft/sec 90 ft/sec O…

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Q: The speed of blood, S, in centimeters per second, located r centimeters from the central axis of an…

A: The equation is S=1.76×1051.44×10-2-r2.   Here, r is the distance from the central axis of an…

Q: object is tossed vertically upward from ground level. Its height  s(t),  in feet, at time t seconds…

A: Given query is to find the when object return to the point from which it was thrown.

Q: With t in years since 2016, the height of t a sand dune (in centimeters) isf(t) =700−3t2. Findf(5)…

A: f(t) =700−3t2 We need to find f(5) andf′(5).

Q: A diver jumps off a diving board. The diver's height above the water, in meters, is represented by…

A: Thus, the correct answer is There are no points of inflection  Height of the diver above the water…

Q: 30° x+70

A: Sum of all interior angle of a triangle is 180°.

Q: Abraham throws a ball from a point 40 m above the ground. The height of the ball from the ground…

A: Given that      Abraham throws a ball from a point 40m above the ground. The height of the ball from…

Q: The height of a projectile t seconds after launch is given by the following function: h(t) = −9.8t²…

A: The height of the projectile t seconds after launch is: h(t)=-9.8t2+350t+3