the ratio between the prices of a scooter and and a refrigerator is 4:1 . if the scooter costs Rs.4500 more than the refrigerator, find the price of of the refrigerator
Answers
Answered by
2
Let the price of scooter be Rs. 4x and the refrigerator be Rs. 1x (or x)
By condition,
4500+x = 4x
=> 4500 = 4x-x
=> 3x = 4500
=> x = 1500
So, the price of the refrigerator = Rs. x = Rs. 1500
By condition,
4500+x = 4x
=> 4500 = 4x-x
=> 3x = 4500
=> x = 1500
So, the price of the refrigerator = Rs. x = Rs. 1500
Answered by
5
First of all, let the common ratio be x.
Then, the prices of scooter and refrigerator will be - 4x and 1x (or x) respectively.
By condition,
4x = 4500 +x
=> 3x = 4500
=> x = 1500
Then, the prices of scooter and refrigerator will be - 4x and 1x (or x) respectively.
By condition,
4x = 4500 +x
=> 3x = 4500
=> x = 1500
Similar questions