Question

Use the Internet to identify a major league ballpark in which the distance from home plate to the center field fence and the height of the center field fence require that a ball hit 2 ft above the ground will necessitate an angle of elevation less than to just clear the center-field fence.

Answer 1

Answer: According to me, it is :

A height of 2 feet above the ground and angle of elevation of 86 degrees. 

Assuming that the form of our problem is a right triangle, we can solve for the remaining angle:

180 - (90+86) = 4 degrees

The distance from the home plate to the centerfield is

2/sin 4 = x / sin 86

solve for x

x = 28.60 feet....

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Answer 2

The height of the center field fence require that a ball hit 2 ft is equal to 28.60 feets

The sine is the ratio between the opposite side and the hypotenuse of a right triangle, that is, it is a trigonometric ratio. It is worth remembering that ratio or trigonometric relation is the study of the angles of a right triangle.

How to calculate sine?

It is the ratio of the opposite side to the hypotenuse, that is:

$Sen \theta = opposite \ side/hypotenuse$

Assuming that the form of our problem is a right triangle, we can solve for the remaining angle:

$180 - (90+86) = 4 degrees\\2/sin (4) = x / sin (86)\\x = 28.60 feet$

See more about sine at brainly.com/question/3554369