SOLUTION: Question is the sum of two positive integers is less than 80 and their difference is more than 10.
Algebra.Com
Question 281624: Question is the sum of two positive integers is less than 80 and their difference is more than 10.
Answer by JBarnum(2146) (Show Source): You can put this solution on YOUR website!
x+y=80
x-y=10 x=y+10
y+10+y=80
2y=70
x-y=10
x-35=10
RELATED QUESTIONS
The sum of two consectutive positive integers is 11 less than their product.
find the... (answered by jcmtnez)
The sum of two consectutive positive integers is 11 less than their product.
find the... (answered by Paul,askmemath)
The difference of the cubes of two consecutive odd positive integers is 400 more than the (answered by mananth)
The product of two positive consecutive integers is 41 more than their sum. Find the... (answered by unlockmath,MathTherapy)
The product of two consecutive positive integers is 109 more than their sum. Find the... (answered by checkley77)
The product of two positive consecutive integers is 41 more than their sum. Find the... (answered by nyc_function)
The product of two consecutive positive integers is 109 more than their sum. Find the... (answered by rapaljer)
The product of two positive consecutive integers is 41 more than their sum. Find the... (answered by checkley77)
The product of two positive consecutive integers is 41 more than their sum. Find the... (answered by checkley77)