Answer:
Therefore, \(m = \frac{k}{a+3x}\) .
Step-by-step explanation:
Given : If k= am + 3mx.
To find: The value of m in terms of a, k, and x can be expressed as.
Solution: We have given that If k= am + 3mx.
We need to find m
Taking common m from am + 3mx ,
k= m ( a+ 3x)
On dividing both side by ( a+ 3x) and switching the sides
\(m = \frac{k}{a+3x}\)
Therefore, \(m = \frac{k}{a+3x}\) .
