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If 4(r – s) = –2, then what is r, in terms of s ?
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03 Jun 2017, 02:50
03 Jun 2017, 02:50
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If \(4(r – s) = –2\), then what is r, in terms of s ?
A) \(-\frac{8}{2}\)
B) \(s - \frac{1}{2}\)
C) \(s - \frac{3}{2}\)
D) \(s + 2\)
E) \(2s\)
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Re: If 4(r – s) = –2, then what is r, in terms of s ?
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06 Jun 2017, 15:35
06 Jun 2017, 15:35
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Carcass wrote:
If 4(r – s) = –2, then what is r, in terms of s ?
A) \(\frac{-8}{2}\)
B) \(s - \frac{1}{2}\)
C) \(s - \frac{3}{2}\)
D) \(s + 2\)
E) \(2s\)
Given: 4(r – s) = –2 [solve for r]
Expand: 4r - 4s = -2
Add 4s to both sides: 4r = -2 + 4s
Rewrite right side: 4r = 4s - 2
Divide both sides by 4 to get: r = (4s - 2)/4
Check answer choices....not there. Looks like they want us to simplify.
We can use a nice rule that says (a - b)/c = a/c - b/c
So, (4s - 2)/4 = 4s/4 - 2/4
= s - 1/2
Answer:
Show: ::
B
Cheers,
Brent
Re: If 4(r – s) = –2, then what is r, in terms of s ?
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04 Sep 2019, 22:29
04 Sep 2019, 22:29
1
4r - 4s = -2
r = (4s-2)/4
r= = s - (2/4)
r= = s - (1/2)
r = (4s-2)/4
r= = s - (2/4)
r= = s - (1/2)
