The dimension of the pool.
Answer to Problem 15OE
Explanation of Solution
Given:
The given terms are:
The length of the pool=width of the pool +5m
The width of the deck is surrounded by 2m, but it’s on both sides of the pool.
Calculation:
The solution for the given statement can be obtained by:
Let,
The length of the swimming pool= l
Width of the swimming pool=w
Equation will be
The width of the deck is 2m, but it’s on both sides of the pool, so the width and length are increases by 4m when we calculate the area including the deck.
Let’s put the value from first equation.
Add 5 to the previous inequality and substitute:
Therefore, the dimensions of the pool are length is at least 18m, width is at least 13m.
Chapter 2 Solutions
Algebra and Trigonometry: Structure and Method, Book 2
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