A mug is sold for Rs. 288. If its cost price is numerically equal to twice the profit percentage, then what is the cost price?
Answers
Answer:
152
Explanation:
we know that ,
profit = selling price - cost price
given, cost price = 2.profit
let profit as p.
therefore, p = 288 - 2p
3p =288
p. =76.
hence cp = 2p
codt price = 2×76 = 152
The cost price is Rs. 160
Explanation:
As we know that
Profit percentage = (Selling price - cost price) ÷ (Cost price) × 100
Let us assume the profit percentage be X
So, the cost price is 2X
Now placing the vales
X = (Rs. 288 - 2X) ÷ (2X) × 100
2X^2 = Rs 28,800 - 200 X
2X^2 + 200 X - 28,800 = 0
After solving this, the X value is 80
So, the cost price is
= 80 × 2
= Rs. 160
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