Question

is the relationship shown in the table proportional? if so use it to complete a proportions web. if not, explain why.​

Answer 1

No, because it doesn't have a constant pattern and the ratios are nonequivalent

Answer 2

True, the relation is directly proportional.

Explanation:

The direct proportionalty mean that ratio between the two variables is constant, that is:

`k = (y)/(x)`

Where:

`x` - Hours worked.

`y` - Amount of Dirt Excavated.

`k_(1) = (6.6)/(3)`,
`k_(1) = 2.2`

`k_(2) = (6.6)/(3)`,
`k_(2) = 2.2`

`k_(3) = (17.6)/(8)`,
`k_(3) = 2.2`

`k_(4) = (19.8)/(9)`,
`k_(4) = 2.2`

SInce ratio remains is constant, the assumption is true.