Question

Question #033b5

Answer 1

`y=5x+3`

Explanation:

.

The slope-intercept form of a straight line equation is:

`y=mx+b` where `m` is the slope and `b` is the `y`-intercept. We need to get your problem equation into this form:

`10(x+3/5)=2y`

`10x+6=2y`

Let's divide both sides of the equation by `2`:

`y=5x+3`

Answer 2

`y=5x+3`

Explanation:

An equation in slope-intercept form is one written as `y=mx+b`

Given: `10[x+3/5]=2y`, to express this equation in slope intercept form, we must solve the equation for `y`.

To solve for `y`, begin by simplifying the left side first by distributing `10` to `(x+3/5)`

`10[x+3/5]=2y`

`10x+30/5=2y->10x+6=2y`

Divide both sides by `2`

`(10x+6)/color(red)2=cancel2/cancelcolor(red)2y`

`5x+3=ylarr**Equation in slope-intercept form**`