Name you variables (Find):Jim has a total of $103 in $2 and $3 coupons. If he has 40 coupons in all, how many of each kind
does he have? I need an answer to this question, asap. I need to use the substitution method for linear relations.
If you need an answer asap then you better start right on it. If you need help then you came to the correct place. Can you show us the work you have done so far? That way we know how to help you.Jim has a total of $103 in $2 and $3 coupons. If he has 40 coupons in all, how many of each kind
does he have? I need an answer to this question, asap. I need to use the substitution method for linear relations.
Subhotosh, what happened to your u's and v's? Now you use W's and H's??Name you variables (Find):
# of two dollar coupons = W
# of three dollar coupons = H
First equation: he has 40 coupons in all → W + H = 40
What else?
Please show us what you have tried and exactly where you are stuck.
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But then it has to equal 103 when you combine 40 of them together
Okay, this helped me a bit, Thanks for your help!
If Jim has "W" $2 coupons AND "H" $3 coupons then how much are those worth (in total)? → ? $
Hi oofer. You ought to define your variables. It helps to understand the meaning of equations.… x+y=40, but it also has to do x+y=103 …
No, only 1 $2 coupons is worth $2. H $2 coupons will be worth ...?They are both worth $2 and $3 each. Nothing special