Question

ASAP PLS!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

So I'm in 6th-grade accelerated class learning 7th-grade math, and our subject is More Two-Step Equations. One of the questions is 8/11(n - 10) = 64. I have to find n, but what does n equal

Answer 1

I found this. I am not sure tho!

To find the value of n in the equation 8/11(n - 10) = 64, you need to first get n by itself on one side of the equation.

To do this, you can start by isolating the n on one side by dividing both sides of the equation by 8/11. This gives you:

n - 10 = 64 * 11/8

Then, you can add 10 to both sides of the equation to get:

n = 64 * 11/8 + 10

You can then simplify this to find the value of n.

64 * 11/8 + 10 = 73

Therefore, n = 73.

Answer 2

`(8)/(11) (n-10)=64`

Distribute:

`((8)/(11) )(n)+((8)/(11) )(-10)=64`

`(8)/(11) n-(80)/(11) =64`

Subtract
`(80)/(11)` from both sides:

`(8)/(11) n-(80)/(11) +(80)/(11) =64+(80)/(11)`

`(8)/(11) n=(784)/(11)`

Multiply both sides by
`(11)/(8)`:

`(11)/(8) *((8)/(11) n)=(11)/(8) *((784)/(11) )`

`\fbox{n = 98}`