Answer:

$\text{Slope } = \frac{ y_2 - y_1 } { x_2 - x_1 } \\ \frac{ 56 - 3}{ 345 - -2} \\ \frac{ 53}{ 347}$

0,0

– o + ← ↓ ↑ →

Reset

Slope Animated Gif

More animated gifs here

Related links:

Other calculations:

All calculations
What is slope of (2, 3) and (345, 56)
What is slope of (-2, -3) and (-345, 56)
What is slope of (-2, 3) and (-345, 56)
What is slope of (-2, 3) and (345, -56)
What is slope of (2, -3) and (-345, 56)
What is slope of (2, 3) and (-345, 56)
What is slope of (2, 3) and (345, -56)
What is slope of (-2, -3) and (--345, 56)
What is slope of (-2, -3) and (-345, -56)
What is slope of (-2, 3) and (-345, -56)
What is slope of (2, -3) and (--345, 56)
What is slope of (2, -3) and (-345, -56)
What is slope of (2, 3) and (-345, -56)
What is slope of (-2, -3) and (--345, -56)
What is slope of (2, -3) and (--345, -56)

[SOLVED] What is slope of (-2, 3) and (345, 56)?