Posted by **Dorinda** on Thursday, August 4, 2011 at 2:21am.

This question has been posted before, unfortunately, I have been out of high school for over 40 years and out of college for more than 20. I am trying to help another old relic enrolled in distance learning (via long distance phone calls) but neither of us seem to know where to start. The question is to solve for: $200+$50h=C and $300+25H=C. I have tried multiplying $200+$50h=C by 3 and multiplying $300+$25h=C by 2. I get $600+$150h=3C and $600+$50h=2C. At this point, I don't know whether to add or what. When I add, I get $1200=$200H=5C. I have no trail markers, not even the book, to see other like examples, to let me know which way to go or if I am going in the right direction. Please help??

- Algebra -
**Reiny**, Thursday, August 4, 2011 at 7:47am
Since both equations are equal to C, you can equate the two expressions

200 + 50h = 300 + 25h

You want the h's on one side and the constants (just the numbers) on the other side.

How do I get rid of the +25h on the right side?

I subtract it, but whatever I do to one side, I must do to the other.

200 + 50h - 25h = 300 + 25h - 2h

200 + 25h = 300

now do the same thing to get rid of the 200 on the left side.

200 - 200 + 25h = 300 - 200

25h = 100

How is the h "hooked on" to the 25 ? - by multiplication, so do the inverse operation....

divide both sides by 25

25h/25 = 100/25

h = 4

After doing a few of these, you can reduce your steps to

200 + 50h = 300 + 25h

50h - 25h = 300 - 200

25h = 100

h = 4

- "sticky" 5 key - Algebra -
**Reiny**, Thursday, August 4, 2011 at 8:12am
6th line should have been

200 + 50h - 25h = 300 + 25h - 25h

(but you probably figured that out anyway)

- Algebra -
**Dorinda**, Thursday, August 4, 2011 at 8:36am
Thank you so much. You've made this problem very clear.

- Algebra -
**rochelle**, Wednesday, September 28, 2011 at 9:41am
5+2y-2=6y+5-3y

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