Question

1) if CP= rs. 650, profit = rs. 200, what is the SP?
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2) a packet of biscuits cost rs. 33 and are sold at rs. 44; a packet of sweets cost rs. 44 and are sold at rs. 55. Compare the profit and the profit percentage in the two cases.​

Answer 1

Step-by-step explanation:

1. SP=CP+Profit

= 650+200

= 850 rupees

2. in first condition

profit= SP-CP

=44-33

=11

profit persent= profit/CP×100

=11/33×100

=33.3%

IN second condition

=55-44

=11

profit percentage =33.3%

Answer 2

$\sf \Large Solution!!$

$\sf \to Cost\:Price(CP)=Rs\:650$

$\sf \to Profit=Rs\:200$

$\sf \to Selling\:Price(SP)=CP+Profit$

$\sf \to SP=Rs\:650+Rs\:200$

$\sf \to SP=Rs\:850$

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$\sf \to CP\:of\:packet\:of\:biscuits=Rs\:33$

$\sf \to SP\:of\:packet\:of\:biscuits=Rs\:44$

$\sf SP>CP$

$\sf \to Profit=SP-CP$

$\sf \to Profit=Rs\:44-Rs\:33$

$\sf \to Profit=Rs\:10$

$\sf \to Profit\%=\dfrac{Profit}{CP}\times 100$

$\sf \to Profit\%=\dfrac{10}{33}\times 100$

$\sf \to Profit\%=30.30\%\:or\:30\dfrac{10}{33}\%$

$\sf \to CP\:of\:packet\:of\:sweets=Rs\:44$

$\sf \to SP\:of\:packet\:of\:sweets=Rs\:55$

$\sf SP>CP$

$\sf \to Profit=SP-CP$

$\sf \to Profit=Rs\:55-Rs\:44$

$\sf \to Profit=Rs\:10$

$\sf \to Profit\%=\dfrac{Profit}{CP}\times 100$

$\sf \to Profit\%=\dfrac{10}{44}\times 100$

$\sf \to Profit\%=22.72\%\:or\:22\dfrac{8}{11}\%$

Comparing the profit.

Profit is Rs 10 in both cases.

Comparing the Profit%.

Profit% is more in the first case than in the second case.