Question

find the profit or loss per cent,if
C.P.=₹50;profit =₹6​

Answer 1

Answer:

$\sf \: cp = 50 \\ \sf \: profit \: = 6 \\ \sf \: profit \: \: \%age = ( \frac{profit}{cp} \times 100)\% \\ \sf \: = ( \frac{6}{50} \times 100)\% \\ \sf \: = (6 \times 2)\% \\ \sf \: = 12\%$

hope it helps you dear...

Answer 2

Given,

• Cost Price = ₹50
• Profit = ₹6

To Find,

• The Profit Percent or Loss Percent.

Solution,

Cost Price

Cost Price = ₹50 •••(Given)

Profit = ₹6 •••(Given)

Selling Price = Cost Price + Profit

Selling Price = ₹50 + ₹6

Selling Price = ₹56

Selling Price is Greater than Cost Price.

So,

There is Profit .

$: \implies \boxed{Profit \: \: Percent = \frac{Profit}{Cost \: \: Price} \times 100 }$

$: \implies Profit \: \: Percent = \frac{6}{50} \times 100\\ \\ : \implies Profit \: \: Percent = \frac{6}{1} \times 2\\ \\ : \implies Profit \: \: Percent = 12$

Required Answer,

Profit Percent Is Equals to 12%