SOLUTION: Hi! I am trying to solve this age word problem and I am having trouble setting it up. Can someone please help?
George and Harry's ages together equal 180 years today. 30 year
Algebra.Com
Question 575864: Hi! I am trying to solve this age word problem and I am having trouble setting it up. Can someone please help?
George and Harry's ages together equal 180 years today. 30 years ago, George is 3 times older than Harry. What are their ages?
Thanks for any help that you can provide!
Thom
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
Let George's age now be
and let Harry's age now be
.
Solve the 2X2 system.
Go tell your teacher/instructor/professor that they should give a care toward the real-world reasonability of the answer to the problem. At the very least, s/he could have given George a woman's name so it would have at least been possible (The oldest verified man was < 116, the oldest verified woman was > 122)
John

My calculator said it, I believe it, that settles it
RELATED QUESTIONS
I am having trouble trying to set up this word problem Two times the number of dimes in... (answered by macston)
This is a word problem I am having trouble setting up. Please help!
The oak street... (answered by stanbon,rapaljer)
I am having trouble trying to gather how exactly to set up this problem. I tried mentally (answered by Theo)
this problem says use synthetic division to divide
(3x^3 - 7x^2 - 22x + 8) by (x-4)
I... (answered by stanbon)
Hello:
I am trying to solve this problem, but i am having a hard time setting up the... (answered by rfer,ankor@dixie-net.com)
hi im having trouble on this problem 24=4(h divided by 2-7 could you please help me in... (answered by checkley75)
Can someone please help me solve this problem. I am having trouble understanding how to... (answered by checkley71)
I am trying to solve a set of equations by the elimination method, but I am having... (answered by nerdybill)
Can someone please help me solve this problem. I am having a lot of trouble working it... (answered by funmath)