Question: Problem: A volleyball is hit when it is 4 ft above the ground and 12 ft from a 6 ft high net. It leaves the point of impact with an initial velocity of 35 ft/sec. at an angle of 27 degrees and slips by the opposing team untouched. The acceleration due to gravity is g=32 ft/sec^2.

1. Find a vector equation for the path of the volleyball.
2. How high does the volleyball go, and when does it reach maximum height?
3. Find its range and flight time

(a) Part A : Solve the above problem using any methods, concepts, and procedures learned in this module. All work must be shown and completed in an equation editor.

(b) Part B : Write a 250 word summary of the above problem. Your written work should include but necessarily be limited to the following; an explanation of the problem, a review of the mathematical concepts involved, a critique of the method used to obtain the solution, and an interpretation of the answer. Your summary should be written in APA format, should demonstrate proper use of the English language, and be mathematically precise.

Price: $2.99

Solution: The downloadable solution consists of 2 pages
Deliverable: Word Document