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If t^2-9/(t-3)^2 s and s 3, what is the value of t in terms of s?
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31 Dec 2021, 07:04
31 Dec 2021, 07:04
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Question Stats:
50% (02:12) correct
50% (03:05) wrong based on 26 sessions
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If \(\frac{t^2-9}{(t-3)^2}=s\) and \(s ≤ 3\), what is the value of t in terms of s?
(A) (3 + s)/(3 - s)
(B) 9/(s - 1)
(C) (s + 3)/(b - 3)
(D) 3(1 + s)/(1 - s)
(E) (3 + 3s)/(s - 1)
(A) (3 + s)/(3 - s)
(B) 9/(s - 1)
(C) (s + 3)/(b - 3)
(D) 3(1 + s)/(1 - s)
(E) (3 + 3s)/(s - 1)
Re: If t^2-9/(t-3)^2 s and s 3, what is the value of t in terms of s?
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28 Jan 2022, 01:40
28 Jan 2022, 01:40
Expert Reply
\(\frac{(t-3)(t+3)}{(t-3)(t-3)}\)
simplify
\(t=\frac{(-3-3s)}{(1-s)}\)
\(t=\frac{(3+3s)}{s-1}\)
E is best
simplify
\(t=\frac{(-3-3s)}{(1-s)}\)
\(t=\frac{(3+3s)}{s-1}\)
E is best
Re: If t^2-9/(t-3)^2 s and s 3, what is the value of t in terms of s?
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30 Oct 2022, 07:50
30 Oct 2022, 07:50
1
Hi I do not see any equal sign in the question, how are we supposed to establish an initial relationship between t and s?
