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Solve for u. (-3/4u+12)+2=(-3/u+3)
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start with multiplying 4u through out
Is the problem \[-\frac{3}{4u + 12} + 2 = -\frac{3}{x + 3}?\]
yes
Oh wait no. there is no x in the problem
\[-\frac{3}{4u + 12} + 2 = -\frac{3}{u + 3}\]\[-\frac{3}{4(u + 3)} + 2 = -\frac{3}{u + 3}\]\[-\frac{3}{4(u + 3)} + (2 \times \frac{4(u + 3)}{4(u + 3)}) = (-\frac{3}{u + 3} \times \frac 44)\]Can you solve from here?
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no i still need help
\[-\frac{3}{4(u + 3)} + (2 \times \frac{4(u + 3)}{4(u + 3)}) = (-\frac{3}{u + 3} \times \frac 44)\]\[-\frac{3}{4(u + 3)} + \frac{8(u + 3)}{4(u + 3)} = -\frac{12}{4(u + 3)}\]Drop the denominators.\[-3 + 8(u + 3) = -12\]Now can you solve?
yes thank you
np :)
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