Question

Solve equation 2(4b-6)=4(3b-7)

Answer 1

`\boxed {b = 4}`

Explanation:

Solve for the value of
`b`:

`2(4b - 6) = 4(3b - 7)`

-Use Distributive Property:

`2(4b - 6) = 4(3b - 7)`

`8b - 12 = 12b - 28`

-Take
`12b` and subtract it from
`8b`:

`8b - 12 - 12b = 12b - 12b - 28`

`-4b - 12 = -28`

-Add
`12` to both sides:

`-4b - 12 + 12 = -28 + 12`

`-4b = -16`

-Divide both sides by
`-4`:

`(-4b)/(-4) = (-16)/(-4)`

`\boxed {b = 4}`

So. therefore, the value of
`b` is
`4`.

Answer 2

2(4b - 6) = 4(3b - 7)

This is

8b - 12 = 12b - 28

Now,

16 = 4b

This means that b = 4 :)