Question

For the inverse variation equation P=8/V, what is the value of V when P =1/4

1/32
1/2
2
32

Answer 1

V=32

Explanation:

Given :
`P=(8)/(V)`

To Find :What is the value of V when
`P =(1)/(4)`

Solution :

`P=(8)/(V)` ----1

We are given that
`P =(1)/(4)`

Substitute the value of P in 1

`(1)/(4)=(8)/(V)`

`V=32`

Hence the value of V is 32

Answer 2

Option D - 32

Explanation:

Given : For the inverse variation equation
`P=(8)/(V)`

To find : What is the value of V when
`P =(1)/(4)`

Solution :

Inverse variation is expressed as

`y* x=k` or
`y=(k)/(x)`

The inverse variation equation is given by
`P=(8)/(V)`

We have to find the value of V when
`P =(1)/(4)`

Substitute the value of P,

`P=(8)/(V)`

`(1)/(4)=(8)/(V)`

`V=8* 4`

`V=32`

Therefore, Option D is correct.

The value of V is 32.