Question

A man buys toffees at 10 for 3 rupees and sells them at 8 for 3 rupees:find his again percent​

Answer 1

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A man buys toffees at 10 for 3 rupees and sells them at 8 for 3 rupees. Find his again percent.

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A man buys toffees at 10 for 3 rupees and sells them at 8 for 3 rupees.

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The gain percentage.

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CP of 10 toffees = ₹ 3

CP of 1 toffees = ₹ $\frac{3}{10}$

SP of 8 toffees = ₹ 3

SP of 1 toffees = ₹ $\frac{3}{8}$

$\blue{\boxed{\pink{Gain = SP-CP}}}$

So, gain

= ${\frac{3}{8}}-{\frac{3}{10}}$

= ${\frac{15-12}{40}}$

= ${\frac{3}{40}}$

$\green{\boxed{\blue{Gain\: percent = {\frac{Gain}{CP}}×100}}}$

So, gain percent

= ${\frac{(\frac{3}{40})}{(\frac{3}{10})}}×100$

= ${\frac{3}{40}}÷{\frac{3}{10}}×100$

= ${\frac{3}{40}}×{\frac{10}{3}}×100$

= ${\frac{100}{4}}$

= $25$

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Gain% = 25%

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The gain percent is 25%.

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Answer 2

Answer:

⭐ here's your answer ⭐

question:

A man buys toffees at 10 for 3 rupees and sells them at 8 for 3 rupees:find his gain ppercent

answer:

his gain percent = 25%

hope it helps you

thanks ☺️