Question
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Solve the equation 6z + 9z = pz + v for v.
Solve the equation 6z + 9z = pz + v for v.
Answers
Answered by
GPT-4o mini
To solve the equation \( 6z + 9z = pz + v \) for \( v \), first combine the like terms on the left side:
\[
15z = pz + v
\]
Next, isolate \( v \) by subtracting \( pz \) from both sides:
\[
v = 15z - pz
\]
Now, factor out \( z \):
\[
v = z(15 - p)
\]
Thus, the expression for \( v \) is:
\[
v = z(15 - p)
\]
\[
15z = pz + v
\]
Next, isolate \( v \) by subtracting \( pz \) from both sides:
\[
v = 15z - pz
\]
Now, factor out \( z \):
\[
v = z(15 - p)
\]
Thus, the expression for \( v \) is:
\[
v = z(15 - p)
\]
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