Question

) The discount given on an article at 9% is 27. What is the marked price of the article?
(A) 300 (B) 330C) * 36 (D) 270​

Answer 1

(A) Option is correct beacuse market price is 300.

Step-by-step explanation:

Given:-

• Discount percent is 9%.
• Discount is 27.

To find:-

• Market price.

Solution:-

We know that,

Discount percent = (Discount/Market Price)×100

Discount % = 9%

Discount = 27

Put discount and market price in formula :

➝ 9 = 27/ M.P × 100 [ M.P = Market Price]

➝ 9 × M.P = 27 × 100

➝ M.P = 27/9 × 100

➝ M.P = 3 × 100

➝ M.P = 300

Therefore,

Market price is 300.

Answer 2

$\huge\mathfrak \pink{Question}$

The discount given on an article at $9$% is $27.$ What is the marked price of the article?

(A)$₹\:300$

(B)$₹\:330$

(C)$₹\:36$

(D)$₹\:270$

$\huge\mathfrak \pink{Given}$

The discount given on an article at $9$% is $27.$

$\huge\mathfrak \pink{To\:find}$

The Marked Price (M.P.).

$\huge\mathfrak \pink{Solution}$

Let the M.P. be $₹\:x.$

We know that:

$Discount\:percent$% $= ({\frac{Discount}{M.P}}×100)$%

According to condition,

$∴\:({\frac{27}{x}}×100)=9$

$➳\:({\frac{2700}{x}})=9$

$➳\:2700=9x$

$➳\:9x=2700$

$➳\:x=({\frac{2700}{9}})$

$➳\:x=300$

$\huge\mathfrak \pink{Hence}$

$x=300$

M.P. $=₹\:x=₹\:300$

$\huge\mathfrak \pink{Therefore}$

The marked price of the article is $₹\:300.$

Correct option⇒(A) $₹\:300.$

${\huge\mathfrak \pink{Done࿐}}\\{\huge\mathfrak \green{Hope\:this\: helps\:you.}}\\{\huge\mathfrak \orange{Have\:a\: nice\:day.}}$