If $8$ oranges cost $R s, 52$ , how many oranges can be bought for $R s . 169$

13

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18

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26

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24

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Solution

The correct option is D $26$
If more amount of oranges, the cost will be more. Therefore it's directly proportional.

Let us consider the amount be $x$ , then
$5 / 52 = x / 169$
$52 \times x = 8 \times 169$
$52 x = 1352$
$x = 1352 / 52$
$x = 26$

$∴ 26$ oranges can be brought.

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If 8 oranges cost Rs, 52, how many oranges can be bought for Rs. 169

The correct option is D 26If more amount of oranges, the cost will be more. Therefore it's directly proportional.Let us consider the amount be x, then 5/52=x/16952×x=8×16952x=1352x=1352/52x=26∴ 26 oranges can be brought.

If $8$ oranges cost $R s, 52$ , how many oranges can be bought for $R s . 169$

The correct option is D $26$
If more amount of oranges, the cost will be more. Therefore it's directly proportional.

Let us consider the amount be $x$ , then
$5 / 52 = x / 169$
$52 \times x = 8 \times 169$
$52 x = 1352$
$x = 1352 / 52$
$x = 26$

$∴ 26$ oranges can be brought.