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Find the gain or loss percent when: 

(i) CP = Rs.620 and SP =Rs.713 

(ii) CP = Rs.675 and SP = Rs.630 

(iii) CP = Rs.345 and SP=Rs.372.60 

(iv) CP = Rs.80 and SP = Rs.76.80

1 Answer

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Best answer

(i) CP = Rs.620 and SP = Rs.713 

Since SP is more than CP. So, it is a case of Gain. 

Gain = SP- CP 

= 713 - 620 

= 93

\(Gain\%=\frac{Gain\times100}{CP}\)

\(\frac{93\times100}{620}\)

= 15%

(ii) CP = Rs.675 and SP = Rs.630 

Since CP is more than SP. So, it is a case of Loss. 

Loss = CP- SP 

= 675 - 630 

= 45

\(Loss\%=\frac{Loss\times100}{CP}\)

\(=\frac{45\times100}{675}\)

= 6.66%

(iii) CP = Rs.345 and SP = Rs.372.60 

Since SP is more than CP. So, it is a case of Gain. 

Gain = SP- CP 

= 372.60 - 345 

= 27.60

\(Gain\%=\frac{Gain\times100}{CP}\)

\(=\frac{27.60\times100}{345}\)

= 8%

(iv) CP = Rs.80 and SP = Rs.76.80 

Since CP is more than SP. So, it is a case of Loss. 

Loss = CP- SP 

= 80 – 76.80 

= 3.20

\(Loss\%=\frac{Loss\times100}{CP}\)

\(=\frac{3.20\times100}{80}\)

= 4%

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