If SP - - 5300 and gain - 300 - then the CP and gain - areA- CP - - 5600- Gain -10 -B- CP - - 5000- Gain -6 -C- CP - - 5000- Gain -10 -D- CP - - 5600- Gain -6 -

The correct option is B CP = ₹ 5000, Gain% = 6% CP = SP Gain = 5300 300 = ₹ 5000 Gain % = Gain/CP× 100 Gain% = 300/5000×100 Gain ...

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Standard VI

Mathematics

Loss Percent

If SP = र 530...

Question

If SP = ₹ 5300 and gain = ₹ 300, then the CP and gain % are ___.

CP = ₹ 5600, $G a i n % = 10 %$

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CP = ₹ 5000, $G a i n % = 6 %$

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CP = ₹ 5000, $G a i n % = 10 %$

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CP = ₹ 5600, $G a i n % = 6 %$

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Solution

The correct option is B
CP = ₹ 5000, $G a i n % = 6 %$

CP = SP - Gain
= 5300 - 300
= ₹ 5000
$G a i n % = \frac{G a i n}{C P} \times 100$
$G a i n % = \frac{300}{5000} \times 100$
Gain % = 6 %

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If SP = ₹ 5300 and gain = ₹ 300, then the CP and gain % are ___.

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Question 59

In case of gain, $S P = \frac{(100 + g a i n %) \times C P}{100}$

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If SP = ₹ 5300 and gain = ₹ 300, then the CP and gain % are ___.

The correct option is B CP = ₹ 5000, Gain%=6% CP = SP - Gain = 5300 - 300 = ₹ 5000 Gain%=GainCP×100 Gain%=3005000×100 Gain % = 6 %

The correct option is B
CP = ₹ 5000, $G a i n % = 6 %$

CP = SP - Gain
= 5300 - 300
= ₹ 5000
$G a i n % = \frac{G a i n}{C P} \times 100$
$G a i n % = \frac{300}{5000} \times 100$
Gain % = 6 %