Question

Rite the phrase as an expression. Then evaluate when y=20. 3 less than the quotient of a number y and 4 Expression: When y=20, the value of the expression is .

Answer 1

555

Explanation:

edge test 100%

Answer 2

`(y)/(4) - 3`

`(y)/(4) - 3 = 2` -- when y = 20

Explanation:

The quotient of y and 4 can be represented as:

`(y)/(4)`

3 is less the above expression is:

`(y)/(4) - 3`

So, the required expression is:
`(y)/(4) - 3`

When y = 20, we have:

`(y)/(4) - 3 = (20)/(4) - 3`

`(y)/(4) - 3 = 5 - 3`

`(y)/(4) - 3 = 2`