The product of two numbers is 1575 and their quotient is 9/7.Find the numbers.
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Given, x*y = 1575 and x/y = 9/7 We can write it as x = 9y/7
So, (9y/7)*y = 1575
y^2 = (7/9)*1575
y^2 = 1225
y = 35.
If y = 35, then x = 1575/35 = 45.
If y = -35, then x = -45.
Hope this helps!
So, (9y/7)*y = 1575
y^2 = (7/9)*1575
y^2 = 1225
y = 35.
If y = 35, then x = 1575/35 = 45.
If y = -35, then x = -45.
Hope this helps!
krishnanandaram:
Thank you!!!!
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