24 is divided into two parts such that 7 time | vedclass

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(B) Let the first part be $x$ and the second part be $(24 - x)$.According to the problem,$7$ times the first part added to $5$ times the second part e

Vedclass · Accepted Answer

$13$

Vedclass · Answer

(B) Let the first part be $x$ and the second part be $(24 - x)$.According to the problem,$7$ times the first part added to $5$ times the second part equals $146$.So,the equation is: $7x + 5(24 - x) = 146$.Expanding the equation: $7x + 120 - 5x = 146$.Simplifying the terms: $2x + 120 = 146$.Subtracting $120$ from both sides: $2x = 146 - 120$.$2x = 26$.Dividing by $2$: $x = 13$.Therefore,the first part is $13$.

$24$ is divided into two parts such that $7$ times the first part added to $5$ times the second part makes $146$. The first part is

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