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Maths-

General

Easy

Question

Lynne has $8.00 to spend on apples and oranges. Apples cost $0.65 each, and oranges cost $0.75 each. If there is no tax on this purchase and she buys 5 apples, what is the maximum number of whole oranges she can buy?

hint Hint:

Hint:

Here we first make general equation and then find the desired value.

The correct answer is: 6

Explanation:

We have given lynne has $straight $ 8$

We have to find the maximum number of whole oranges she can buy.

Step 1 of 1:
Lynne has $straight $ 8$ to spend on apples and oranges, each apples cost $straight $ 0.65$ and oranges cost $straight $ 0.75$ each.
However, she buys 5 apples and oranges for 8 dollars. That is:
$0.65 left parenthesis 5 right parenthesis plus 0.75 y equals 8$
$3.25 plus 0.75 y equals 8$
The number of oranges, y she bought can be found by solving for y in the equation above
$0.75 y equals 8 minus 3.25$
$0.75 y minus 4.75$
$y equals fraction numerator 4.75 over denominator 0.75 end fraction$
$y equals 6.333$
Since she cant buy 6.33 apples, we approximate to the nearest whole number. Thus,
y = 6

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