Question

A farmer sold 7/10 of his sheep. His original flock was 300. How many sheep did he sell?

Answer 1

300 - 7/10
(300/1)x 10 - 7/10
3000/10 - 7/10
2993/10
299.3


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Answer 2

$\huge{\red{\underbrace{\overbrace{\mathfrak{\purple{answer::}}}}}}$

$\sf{\underline{Given::}}$

Sheep sold => $\frac{7}{10}$

Original flock => 300

$\sf{\underline{Steps::}}$

$==> \frac{7}{10} \: of \: 300\\\\let\:y\:be\:the\:number\: of\: sheep\: he\:sold \\==> \frac{7x}{10x} = \frac{y}{300} \\==> \frac{7*30}{10*30} = \frac{y}{300} \\==> \frac{210}{300}$

∴ he sold 210 sheep.

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