Question

Which is the inverse variation equation if f(x) = 3 when x= 2

Answer 1

6/z

Explanation:

i took it

Answer 2

The inverse variation equation is f(x) = 6/x.

Explanation:

Given:

f(x)=3 when x=2

Now, for inverse variation equation :

`y\propto(1)/(x)`

`y=(k)/(x)`

`f(x)=(k)/(x)`

Here k is the constant of proportionality.

And, then we substitute the values:

`3=(k)/(2)`

`k=6`

So,
`f(x)=(6)/(x)`

Therefore, the inverse variation equation is f(x) = 6/x.