Question

How do I solve (-2,3), m=-5/7

Answer 1

I'm assuming you're asking for an equation that, when displayed on a graph, crosses through the given point with the given slope. If not, disregard this answer.

Answer:

`y - 3 = -(5)/(7) (x + 2)`

Explanation:

To form an equation for a line when only given a point and a slope, the point-slope equation form is used. It is as follows:

`y - y_(1) = m(x - x_(1))`, with
`y_(1)` and
`x_(1)` being the
`y` and
`x` values of the given point respectively, and
`m` being the given slope.

Taking our given values and inserting them into the point-slope formula gives us our line equation that satisfies these values:

`y - 3 = -(5)/(7) (x + 2)`

Answer 2

Find the value of bb using the formula for the equation of a line.Tap for more steps

...b=−7b=-7

Now that the values of mm (slope) and bb (y-intercept) are known, substitute them into y=mx+by=mx+b to find the equation of the line.y=5x−7y=5x-7

Explanation:

Hope this helps!

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