Question

divide 360 between kunal and mohit in the ratio 7 : 8

in maths ratio and propration

Answer 1

Hola Mate!!

Your answer :-

$let \: the \: common \: ratio = x \\ \\ = > kunal = 7x \\ = > mohit = 8x \\ = > total \: value = 360 \\ \\ = > 7x + 8x = 360 \\ \\ = > 15x = 360 \\ \\ = > x = \frac{360}{15} \\ \\ = > x = 24 \\ \\ = > kunal = 7x = 7 \times 24 = 168 \\ = > mohit = 8x = 8 \times 24 = 192$

☆ Hope it helps ☆

Answer 2

$\huge{\red{\mathrm{ \underline{Solution:-}}}}$

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Given:-

Amount= Rs. 360

Ratio= 7:8

To find:-

ratio of Kunal nd Mohit??

ANSWER:-

$\small \tt{7y + 8y = 360}$

$\small \tt{ = 15y = 360}$

$\small \tt{ y = \frac{360}{15}}$

$\small \tt{y = 24}$

Hence, Kunal= 7x= 7×24=169

Mohit= 8x= 8×24= 192

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