The bearcat school store is running a promotion on school supplies .Difference items are placed on two shelves .You can purchase 3 items from shelf M and 2 from shelf N for $16.Or you can purchase 2 item from shelf M and 3 from shelf M for $14 .If the supplies on shelf M are normally $ 6 each and the supplies on shelf N are normally $ 3, how much will you save on each package pan from part M ? 3M+2N = 16 2M+3N = 14
okay
that the equation , but how I answer the question?
not finsh yet
first plug in the N, so you can find the M
give M=6 N = 3
then subtract M from the original price of M to find the save you are making
2M + 3(3) = 14 2M + 9 = 14 2M = 5 M = 2.5 (Original M) - 2.5 = saving
I did the second equation
Now do the first.
Original M = 6
I don't get it
but the given give both M and N M=6 N = 3 you don't plus M?
Wait, sorry
I gave you wrong info
Why not do the elimination method to find M
to both equations
if you do elimination method. M =4
\[3M+2N = 16 \\] \[2M+3N = 14\]
the resut I did M=4 N = 2 but the given give both M and N M=6 N = 3 I think the question don't want use the resut, requite use M=6 , N=3
N, the question wants to know what the saving are from M on the package deals.
and you found that M = 4 on the package deals
So, 2 dollars would be the price you saved for M
yes I did get answer : M=4 N = 2 but the question gien: M=6 N=3
what you do with : M=6 N =3 ?
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