Question

what is the gain or loss percent when s.p 772.50 c.p 750​

Answer 1

$Given \:Cost \:price (c.p) = Rs\:750$

$and \: selling \:price (s.p) = Rs\:772.50$

$\pink{ s.p \gt c.p }$

$So, he \: get\: gain.$

$Profit (g) = c.p - s.p$

$= Rs \:772.50 - Rs \:750$

$= Rs \:22.50$

$Gain \: percentage$

$= \frac{gain}{c.p} \times 100$

$= \frac{22.50}{750} \times 100$

$= 3\%$

Therefore.,

$\red{ Gain (g) }\green {= Rs \:22.50}$

$\red{ Gain \: percentage } \green {= 3\% }$

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Answer 2

Given :

• S.P = 772.50

• C.P = 750

To Find :

• Gain%

Solution :

S.P is greater than C.P .So, he get gain.

Gain = 772.50 - 750

⇒ Gain = 22.50

_____________________

Gain % = 22.50/750 × 100%

⇒ Gain % = 22.50/75 × 10%

⇒ Gain % = 22.50/15 × 2%

⇒ Gain % = 4.5/3 × 2%

⇒ Gain % = 1.5 × 2%

⇒ Gain % = 3%

★ Gain % is 3%