Question

find the S.P when M.P= Rs.1500 and discount=12% a) Rs. 1320 b) Rs. 1200 c) Rs. 1600 d) Rs. 4520

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Answer 1

Given :-

• Marked Price = Rs. 1500
• Discount = 12 %

To Find :-

• Selling price = ?

Answer :-

• Selling price = Rs. 1320

Explaination :-

As we know that,

• S.P = M.P (100 - d)/100

Where S.P is selling price, M.P is marked price and d is discount.

Now, Substitute the value of M.P and d in above formula :

→ S.P = 1500 (100 - 12)/100

→ S.P = 15(100 - 12)

→ S.P = 15(88)

→ S.P = Rs. 1320

Hence,

• Selling price is Rs. 1320. So, option a) is the correct answer.

__________________

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

$\tt 1) Profit = SP - CP$

$\tt 2) Loss = CP - SP$

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

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

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

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

$\tt 7) Discount\%=(Discount \:in \:Rs.)*100/MP$

$\tt 8) MP = SP*100/(100-D\%)$

Answer 2

$\huge \sf\red { \underline{Given :-</p><p>}}$

• Marked Price = Rs. 1500

• Discount = 12 %

$\huge \sf\red { \underline{to \: find:-</p><p>}}$

• Selling price

$\huge \sf\red { \underline{answer:-</p><p>}}$

$\bf{Selling \: price \: = \: Rs.1320</p><p>}$

$\huge \sf\red { \underline{step \: by \: step \:  :-</p><p>}}$

As we know that,

$\sf</p><p>S.P =  \frac{M.P (100 - d)}{100}$

Where 

• $\bf{S.P \:  is  \: selling \:  price}$

• $\bf{M.P \:  is \:  marked \:  price }$

• $\bf{ d is discount.}$

Now, Substitute the value of M.P and d in above formula :

→ S.P = 1500 (100 - 12)/100

→ S.P = 15(100 - 12)

→ S.P = 15(88)

→ S.P = Rs. 1320

Therefore,

• Selling price is Rs. 1320. So, option [a] is the correct answer.