Math, asked by karuneshtiwari16, 8 months ago

A retailer has few Deodorant Cans at his shop. He sells 45% Deodorant Cans and is still left with 33 Deodorants Cans. What was the original count of Deodorant Cans?

Answers

Answered by bhagyashreechowdhury
0

Given:

A retailer sells 45% of his Deodorant Cans at his shop

After selling, he is left with 33 Deodorant Cans

To find:

The original count of Deodorant Cans

Solution:

Let "x" be the no. of Deodorant Cans in the retailer's shop

The retailer sold 45% of Deodorant Cans at his shop

So, after selling the remaining no. of Deodorant Cans with the retailer will be,

= x - [45\%\: of\: x] \\= x - [\frac{45}{100} x] \\= x - 0.45x \\\\= 0.55x\\\\

But, it is given that after selling he is left with 33 Deodorant Cans, so we can form an equation as,

0.55x = 33

x = \frac{33}{0.55}

x = 60

Thus, the original count of the Deodorant Cans was 60.

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Answered by Anonymous
0

Answer:

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