Question

C.P = 500 S.P (Profit) = 20% Calculations (S.P)​

Answer 1

Given:-

• Cost Price, C.P = ₹ 500

• Profit, P = 20 %

To find out:-

Find the Selling price, S.P ?

Formula used:-

$\boxed {\sf{S.P. = C.P. \times \frac{(100 + profit\%)}{100} }}$

Solution:-

${\sf{S.P. = C.P. \times \dfrac{(100 + profit\%)}{100}} }$

$\red \star \sf{Putting \: the \: values \blue{....}}$

$\implies \sf{ 500 \times \dfrac{(100 + 20)}{100} }$

$\implies \sf{500 \times \dfrac{12 0} {{100}} }$

$\implies \sf{5 \times 120}$

$\implies \sf{600}$

Hence,the Selling price is ₹ 600 .

Additional information:-

• Profit = S.P - C.P

• Loss = C.P - S.P

• Discount = M.P - S.P

• Loss % = Loss/C.P. × 100

• Discount % = Discount/M.P. × 100

Answer 2

$\rule{200}3$

$\huge\tt{GIVEN:}$

• C.P or Cost Price= ₹500
• S.P or Selling Price = 20% (PROFIT)

$\rule{200}3$

$\huge\tt{TO~FIND:}$

• THE S.P or Selling Price

$\rule{200}3$

$\huge\tt{FORMULA~USED:}$

${\fbox{\tt{SP = CP \times \dfrac{(100 + profit\%)}{100}}} }$

$\rule{200}3$

$\huge\tt{SOLUTION:}$

Putting these values here,

⇝S.P. = 500 × (100 + 20) /100

⇝S.P. = 500 × 120/100

⇝S.P. = 5 × 120

⇝S.P. = ₹600

Hence, The selling Price is ₹600

$\rule{200}3$