Question

The marked price of a mixer is 2300 rupees. A customer purchased it for Rs.1955.
Find percentage of discount offered to customer.
NO RUBBISH ANSWERS OR ELSE GET REPORTED!
PERFECT ANSWERS WILL BE MOST WELCOME!

Answer 1

Given :-

• Marked Price = Rs. 2300
• Selling Price = Rs. 1955

To Find :-

• Discount % = ?

Answer :-

• Discount % = 15%

Explaination :-

→ Discount = Marked Price - Selling Price

→ Discount = Rs. 2300 - Rs. 1955

→ Discount = Rs. 345

___________________...

➝ Discount % = Discount ÷ Marked Price × 100

➝ Discount % = 345 ÷ 2300 × 100

➝ Discount % = 345 ÷ 23

➝ Discount % = 15%

Therefore,the discount offered is 15%.

__________________...

$\boxed{\underline{\underline{\bigstar\:\bf\:Extra\:Shots\:\bigstar}}}$

$\tt 1) Profit = SP - CP$

$\tt 2) Loss = CP - SP$

$\tt 3) Profit\% = (Profit \:in \:Rs.)*100/CP$

$\tt 4) Loss\% = (Loss \:in \:Rs.)*100/CP$

$\tt 5) SP = CP*(100+P\%)/100$

$\tt 6) SP = CP*(100-L\%)/100$

$\tt 7) CP = SP*100/(100+P\%)$

$\tt 8) CP = SP*100/(100-L\%)$

$\tt 9) Discount =MP - SP$

$\tt 10) Discount\%=(Discount \:in \:Rs.)*100/MP$

$\tt 11) MP = SP*100/(100-D\%)$

Answer 2

$\huge\bf{\underline{\underline{Answer:}}}$

$\Huge\implies{\boxed{\sf{\red{15\%}}}}$

$\huge\bf{\underline{\underline{Explanation:}}}$

It is given that,

• Marked price(M.P) = 2300
• Selling price(S.P.) = 1955

We need to find,

• Discount percentage

Discount = M.P. - S.P.

:$\implies{\sf{2300-1955=345}}$

let the discount percentage be x.

According to the question,

:$\implies{\sf{x\%\:of\:2300\:is\:345}}$

:$\implies{\sf{ \dfrac{x}{100} \times 2300 = 345}}$

:$\implies{\sf{ 23x= 345}}$

:$\implies{\sf{x= \dfrac{345}{23}}}$

:$\implies{\boxed{\sf{\orange{x= 15\%}}}}$

Hence, the discount percentage offered to customer is 15%.

__________________________