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Algebra
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3(p + q) = p
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What do we have to find here ?
3p + q = p q = -2p
actually that should be 3p +3q = p
You have to distribute the 3 so it's 3q not just q.
A.Q= -2/3p B.Q= -3/2p C.P= -2/3q D.P = -3/2q
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\[3(p+q) = p\]
\[3p + 3q = p \]
\[3p-p = -3q\]
\[2p = -3q \]
\[p = \frac{ -3q }{ 2 }\]
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Since we don't have a correct answer for p we will find a value for Q 3p+3q = p 3q = p - 3p = -2p 3q= -2p q= -2p divided by 3
p = -3/2q is correct
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