Question

Find the slope of the line through the pair of points: (3,4)and (0,2)

Answer 1

`\boxed{\sf{(2)/(3) }}}`

Explanation:

A slope formula is all you need to use to find the slope.

Slope:

`\sf{(Y_2-Y_1)/(X_2-X_1) }`

y2=2

y1=4

x2=0

x1=3

Rewrite the problem.

`\sf{(2-4)/(0-3) }`

Then, solve it.

`\sf{(2-4)/(0-3)=(-2)/(-3)=\boxed{\sf{(2)/(3) }}} }`

As a result, the slope is 2/3, which is our answer.

I hope this helps you! Please let me know if my answer is wrong or not.

Answer 2

Explanation:

To find the slope, we'll use this formula:

`(y2)/(x2) - (y1)/(x1) = m`

m will represent our slope.

Use the first point as the second in the formula, as we'll subtract for the correct slope.

Substitute the 2 given points into the formula format:

`(4)/(3) - (2)/(0) = m`

Subtract:

`(2)/(3) = m`

The slope is 2/3.