Answer:
Variation constant = \(-(\frac{5}{3})\)
Step-by-step explanation:
If two variables x and y represent a direct variation then they will have the relation as y = kx
Here k is the constant of variation.
Since the given equation that represent a direct variation is 5x = -3y
3y = -5x
\(y=(-\frac{5}{3})x\)
If we compare this equation with y = kx then we find \(k=(-\frac{5}{3})\)
Therefore constant of variation is \(-(\frac{5}{3})\)
