Slope basics

Finding the slope of a straight line in any direction is fairly simple

Ex:

The rise is on the Y axis, it is 3 in the example, the run is on the X axis, in the example is 4

the Slope=rise/run

in the example: 3/4

the slope will be positive only if both the rise and the run are positive numbers, or both negative. The slope will always go upwards towards the right

negative slopes:

negative slopes will always have either a negative run or rise, if both are negative, it will be positive.

Ex:

In the example, the rise goes down by 3, and over by 1.

rise=-3

run=1

equation: -3/1 = -3

the slope is -3

if the run is a negative number, the negative will switch over to the top. A negative run means the slope is going backwards, therefore having a negative slope equation

Ex: 3/-1 =-3/1 = -3

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