Question

-5(1-4b)-5=34+7b-1-4

Answer 1

`\boxed {b = 3}`

Explanation:

Solve for the value of
`b`:

`-5 (1-4b) - 5 = 34 + 7b - 1 - 4`

-Use Distributive Property:

`-5 (1-4b) - 5 = 34 + 7b - 1 - 4`

`-5 + 20b - 5 = 34 + 7b - 1 - 4`

-Combine like terms:

`-5 + 20b - 5 = 34 + 7b - 1 - 4`

`-10 + 20b = 29 + 7b`

-Take
`7b` and subtract it from
`20b`:

`-10 + 20b - 7b = 29 + 7b - 7b`

`-10 + 13b = 29`

-Add
`10` on both sides:

`-10 + 10 + 13b = 29 + 10`

`13b = 39`

-Divide both sides by
`13`:

`(13b)/(13) = (39)/(13)`

`\boxed {b = 3}`

Therefore, the value of
`b` is
`3`.

Answer 2

those are the pictures on how to do it and the answer is there