Like you said (or stated), we have these 2 equations formed
p + 2s = 13.00
p + s = 8.50
,where p = the box of popcorn and s = the soft drinks
If we subtract the 2 equations:
p + 2s = 13.00
-p + s = 8.50,
We get s=4.50 (p-p cancels out)
Subbing this value of s into the 2nd equation again, we get
p + s = 8.50
p + 4.50 = 8.50
p= 4.00
So the value of the popcorn is $4.00 [Answer : A]
2007-12-27 07:22:23
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answer #1
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answered by ¿ /\/ 馬 ? 7
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p + 2s = 13.00
p + s = 8.50
these equations are correct.when you subtract the 2nd equation from the 1st you get s = 4.50 - but this is the price of the soda, not the popcorn.
Since p + s = 8.50 and s = 4.50 then p = 4.00 so the answer is (a).
2007-12-27 07:22:50
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answer #2
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answered by MartinWeiss 6
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We will subtract the second equation from the first to find the price of one large soda
(p + 2s = 13.00)
-(p + s = 8.50)
=
s=4.50
Plug this number into the second equation to find the price of the popcorn
4.50+p=8.50
p=4.00 (subtract 4.50 from each side)
So the answer is A
2007-12-27 07:23:20
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answer #3
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answered by Ari R 3
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Using the process of elimination:
1. Multiply the bottom equation by -2 to cancel out the 's'.
p + 2s = 13
-2p - 2s = -17
2. Add the equations together.
-p = -4
p = 4
The answer is A. $4.00
2007-12-27 07:21:34
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answer #4
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answered by kromped 2
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A. $4.00
1) p + 2s = 13.00
2) p + s = 8.50
subtract equation 2 from equation 1
s = 4.50
substitute 4.50 for s in equation 2
p + 4.50 = 8.50
p = 8.50 - 4.50 = 4.00
2007-12-27 07:24:40
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answer #5
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answered by skipper 7
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$ P= cost of popcorn
$ D = cost of drinks
1P + 2D = 13
1P + D = 8.5
D = 4.5
P = 4
Drink costs $4.50
Popcorn costs $4.00
OPTION A
2007-12-31 01:21:53
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answer #6
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answered by Como 7
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s = 8.50 - p
p + 2(8.50 - p) = 13.00
p + 17 - 2p = 13.00
-p = 13 - 17
p = 4
I got A. $4.00.
2007-12-27 07:20:46
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answer #7
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answered by Anonymous
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you have set up the equations correctly, and that is the first step.
now, you can either use subsitution or solve simultaneously.
by sub, set s=8.5-p and sub into the first equation:
p+2(8.5-p)=13
p+17-2p=13
p=4
or, solve simultaneously:
subtract equations and get:
(p-p)+(2s-s)=13-4.5
s=4.5, so p=4
2007-12-27 07:23:47
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answer #8
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answered by kuiperbelt2003 7
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Answer A
2007-12-27 08:13:31
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answer #9
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answered by life 1
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A] $4.00
2007-12-27 07:24:39
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answer #10
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answered by Zyxel 3
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