SOLUTION: The difference of two positive numbers is 8. The larger is twice the smaller decreased by 7. Find the two numbers.
Algebra.Com
Question 74450: The difference of two positive numbers is 8. The larger is twice the smaller decreased by 7. Find the two numbers.
Answer by galactus(183) (Show Source): You can put this solution on YOUR website!
Set up a small system of equations:
------>the difference between them is 7
----->the larger is 7 less than twice the smaller.
Now solve the first for x and sub into the second:
Therefore, x=23
The numbers are 15 and 23.
Check it out. The difference is 8: 23-15=8, CHECK.
The larger is 7 less than twice the smaller: 2(15)-7=23, CHECK.
See?.
RELATED QUESTIONS
The difference of two positive numbers is 8. the larger is Twice the smaller decreased by (answered by JulietG)
how to write it this promblem
The difference of two positive numbers is 10. The larger... (answered by umail08)
The difference of two positive numbers is 14. The larger is twice the smaller decreased... (answered by vleith)
The difference of two positive numbers is 14. The larger is twice the smaller decreased... (answered by jorel1380)
The difference of two positive numbers is 13. The larger is twice the smaller decreased... (answered by farah)
The difference of two numbers is -18. Twice the smaller decreased by the larger is -23.... (answered by ewatrrr,MathTherapy)
The difference of two positive numbers is 8. The larger is twice the smaller decreaed my... (answered by oberobic)
the difference of two numbers is 7. Twice the smaller is two more thanthe larger. Find... (answered by ewatrrr)
Two positive numbers have a difference of 8. The larger number is one more than twice the (answered by CubeyThePenguin)