Answer:
z = [tex]\frac{v}{45 -p}[/tex].
Step-by-step explanation:
Given : 16z + 29z = pz - v .
To find : solve for z.
Solution : We have given
16z + 29z = pz - v .
On adding the like terms.
45z = pz - v .
On Subtracting both sides by pz .
45z - pz = v .
On taking common z from left hand side.
z (45 -p ) = v .
On dividing both sides by 45 - p .
z = [tex]\frac{v}{45 -p}[/tex].
Therefore, z = [tex]\frac{v}{45 -p}[/tex].
