The cost price of a Jean is Rs. 200 and marked price is 50% more than the cost price. But the shopkeeper sold it at 25 % discount.
Find the marked price.
Find the discounted price.
the marked price is 200(1.50)
The discounted price is thus (200)(1.50)(1-0.25)
The cost price of a Jean is Rs. 200 and marked price is 50% more than the cost price. But the shopkeeper sold it at 25 % discount.
Find the marked price.
Find the discounted price.
Mp =1/2 of 200 (1/2 = 50/100 - simplification )
1/2 of 200 = 100
* mp=100+200=300//
Sp= mp(100- Discount)
=300(100-25)/100
=225
Discount price =mp-sp
=300-225
=75
To solve this question, we will follow these steps:
Step 1: Calculate the marked price.
The marked price is 50% more than the cost price. To find the marked price, we need to add 50% of the cost price to the cost price.
The calculation for the marked price would be:
Marked Price = Cost Price + (50/100) * Cost Price
Let's plug in the values.
Cost Price = Rs. 200
Marked Price = 200 + (50/100) * 200
= 200 + 100
= Rs. 300
So, the marked price of the jean is Rs. 300.
Step 2: Calculate the discounted price.
The shopkeeper sold the jean at a 25% discount. To find the discounted price, we need to subtract 25% of the marked price from the marked price.
The calculation for the discounted price would be:
Discounted Price = Marked Price - (25/100) * Marked Price
Let's plug in the values.
Marked Price = Rs. 300
Discounted Price = 300 - (25/100) * 300
= 300 - 75
= Rs. 225
So, the discounted price of the jean is Rs. 225.
Therefore, the marked price is Rs. 300 and the discounted price is Rs. 225.