SOLUTION: Find a number seven-fourths of which exceeds its three-fourths by 150.
Can you please provide a solutions who to solve this problem? Thanks Chagoor
Algebra.Com
Question 680488: Find a number seven-fourths of which exceeds its three-fourths by 150.
Can you please provide a solutions who to solve this problem? Thanks Chagoor
Answer by ankor@dixie-net.com(22740) (Show Source): You can put this solution on YOUR website!
Let n = "the number"
:
Find a number seven-fourths of which exceeds its three-fourths by 150.
n - n = 150
multiply by 4, this cancels the denominators and you have:
7n - 3n = 4(150)
4n = 600
n = 600/4
n = 150
:
;
See if that checks out
*150 - *150 = 150
262.5 - 112.5 = 150
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