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if 10 pens and 15 pads of paper cost $26, and 5 of the same pens and 10 of the same pads cost $16, find the cost of a pen and a pad.
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\[10x+15y=26\] \[5x+10y=16\] is what you need to solve
multiply second equation by -2 to get \[10x+15y=26\] \[-10x-20y=-32\] add to get \[-5y=-6\] \[y=\frac{6}{5}=1.2\]
so pads cost $1.20
clear?
What about pen?
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find x..
we substitute y = 1.2 into equation to solve for x
right
well if you know the price of the pad, you certainly know the price of the pen. ten pads cost $12 so 5 pens cost $4 so each pen is $.80
okay. just wanted to check my answer. i made the mistake of dividing -6 by something to get .83, but i get it now.
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\[\checkmark\]
how to do that satellite?
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