Find the profit or loss percent if $C . P = R s . 400$ and $S . P = R s . 464$ .

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Solution

Given Cost price is Rs. $400$ and Selling price is $464$ .

Now profit is Rs. $(464 - 400) = 64$ .

Now profit in percentage $= \frac{64}{400} \times 100 = 16$ .

So profit is $16 %$ .

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Q. Find the gain or loss percent if

C . P . = R s .450

and

S . P . = R s .400

Q. Find the Profit Percent or Loss Percent:

C . P = R s . 280

;

S . P = R s . 350

Calculate the profit or loss and profit or loss per cent in each of the following cases:
(i) C.P. $= R s . 4560$ , S.P. $= R s . 5000$
(ii) C.P. $= R s . 2600$ , S.P. $= R s . 2470$
(iii) C.P. $= R s . 332$ S.P. $= R s . 350$
(iv) C.P. $= R s . 1500$ , S.P. $= R s . 1500$

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Find the profit or loss percent if C.P=Rs.400 and S.P=Rs.464.

Given Cost price is Rs. 400 and Selling price is 464.Now profit is Rs. (464−400)=64.Now profit in percentage =64400×100=16.So profit is 16%.

Find the profit or loss percent if $C . P = R s . 400$ and $S . P = R s . 464$ .

Given Cost price is Rs. $400$ and Selling price is $464$ .

Now profit is Rs. $(464 - 400) = 64$ .

Now profit in percentage $= \frac{64}{400} \times 100 = 16$ .

So profit is $16 %$ .