It is a type of slope in which the value or the result of the slope will be negative. The negative slope means a person or an object moving from left to right falls or goes upward.

**Example**

What is the slope of the line of (-14, -8) and (-11, -22)?

**Solution**

**Step 1:** Take the given points of the line.

x_{1} = -14, x_{2} = -11, y_{1} = -8, and y_{2} = -22

**Step 2:** Write the formula of slope of the line.

Slope of the line = m = Δy/Δx = (y_{2}-y_{1})/(x_{2}-x_{1})

**Step 3:** Put the values of x_{1}, x_{2}, y_{1}, and y_{2} in the above formula to calculate the slope.

Slope of the line = m = (-22 – (-8))/(-11 – (-14))

Slope of the line = m = (-22 + 4)/(-11 + 14)

Slope of the line = m = (-18)/(3)

Slope of the line = m = -4.67

The slope of the line of the given two points is -4.67.

The slope of the table values can be calculated by taking the first column as x points and the second column as a y point. For example, row 1 first box is the x point while row 1 second box is the y point of the line.

It is a type of slope in which the value or the result of the slope will be zero. The zero slope means a person or an object moving from left to right without falling or climbing. In other words, the slope of a horizontal line is known as the zero slope.

In the zero-slope, the y-coordinates remain unchanged.

**Example**

What is the slope of the line of (12, 7) and (-11, 7)?

**Solution**

**Step 1:** Take the given points of the line.

x_{1} = 12, x_{2} = -11, y_{1} = 7, and y_{2} = 7

**Step 2:** Write the formula of slope of the line.

Slope of the line = m = Δy/Δx = (y_{2}-y_{1})/(x_{2}-x_{1})

**Step 3:** Put the values of x_{1}, x_{2}, y_{1}, and y_{2} in the above formula to calculate the slope.

Slope of the line = m = (7 – 7)/(-11 – 12)

Slope of the line = m = 0/-23

Slope of the line = m = 0

The slope of the line of the given two points is 0.

It is a type of slope in which the value or the result of the slope will be undefined. The undefined slope means a person or an object doesn’t move from left to right and faces a vertical line to go up or down.

In other words, the slope of the vertical line is known as an undefined slope. In the undefined slope, the x-coordinates remain the same.

**Example**

What is the slope of the line of (12, -8) and (12, 7)?

**Solution**

**Step 1:** Take the given points of the line.

x_{1} = 12, x_{2} = 11, y_{1} = -8, and y_{2} = 7

**Step 2:** Write the formula of slope of the line.

Slope of the line = m = Δy/Δx = (y_{2}-y_{1})/(x_{2}-x_{1})

**Step 3:** Put the values of x_{1}, x_{2}, y_{1}, and y_{2} in the above formula to calculate the slope.

Slope of the line = m = (7 – (-8))/(12 – 12)

Slope of the line = m = (7 + 8)/(12 – 12)

Slope of the line = m = 15/0

Slope of the line = m = undefined

The slope of the line of the given two points is undefined.