Question

Solve the equation 6z+ 9z = pz + v for v.

Answer 1

The answer is v = 15z - pz

Answer 2

The equation in terms of v is $v = z(15-p)$

Given that,

Equation; 6z + 9z = pz + v

We have to determine,

Solve the equation for v.

According to the question,

To determine the value of v follow all the steps given below.

Equation; $6z + 9z = pz + v$

• Step1; Adding 6z and 9z both the terms it become equal to 15z.

          $6z + 9z = pz + v\\\\15z = pz + v$

• Step2; Take the term pz to right hand side .

            $15z - pz = v$

• Step3; There is common factor is z taking common z from right hand side.

           $z (16-p)= v$

• Step4; The equation represented in terms of v.

            $v = z (15-p)$

Hence, The equation in terms of v is $v = z(15-p)$.

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https://brainly.com/question/14484294