Question

The amount with Mukund is Rs. 50 more than amount with Sagar. The product of the amount is 15000,

then find the amounts with each of them.

Let the amount with Sugar be Rs. x.

∴ The amount with Mukund is Rs. (x + 50)

According to given condition

_____ = 15000

∴ _____ = 15000

∴ x + 50x − 15000 = 0

∴ x _____ - 15000 = 0

∴ x (x + 150) − 100 (x + 150) = 0

∴ x + 150 = 0 or x − 100 = 0

∴ x = _____ or x = 100

x ≠ -150 amount in rupees can not be negative.

∴ x + 100 and x + 50 = 100 + 50 = _____

∴ The amount with Sagar is _____ and amount with Mukund is _____ solve it with step wise format​

Answer 1

Answer:

x( x+50 ) = 15000

x² + 50x = 15000

find the value of x by factorisation and the positive value would give one of the amount and then divide that amount by 15000 which would the second amount . And you would get your answer.