Slope Calculator

πŸ“ Slope Calculator

Calculate the slope between two points with step-by-step solution

Enter Two Points

Quick Examples:

Visual Graph

πŸ“Š Results

Slope (m)

Step-by-Step Solution

πŸ“ Distance

πŸ“ Angle

πŸ“ Equation

πŸ“š Formula Reference

m = (yβ‚‚ - y₁) / (xβ‚‚ - x₁)

Where m is the slope between points (x₁, y₁) and (xβ‚‚, yβ‚‚)

Slope Types:

  • β€’ Positive: Line rises from left to right
  • β€’ Negative: Line falls from left to right
  • β€’ Zero: Horizontal line
  • β€’ Undefined: Vertical line

Remember:

  • β€’ Rise over run
  • β€’ Change in y over change in x
  • β€’ Steeper lines have larger absolute slopes
  • β€’ Parallel lines have equal slopes

Slope Calculator – Quick & Accurate

The Slope Calculator is a simple yet powerful tool that helps you find the slope of a line in just a few seconds. Whether you’re a student, teacher, or engineer, this tool makes it easy to determine the steepness and direction of any line using just two points.

What is Slope?

In mathematics, the slope (also called gradient) describes how steep a line is. It measures the change in vertical distance (rise) compared to the change in horizontal distance (run). The formula is:

 

m=y2βˆ’y1x2βˆ’x1

 

Where:

  • (x1,y1)(x_1, y_1)Β and

    (x2,y2)(x_2, y_2)are two points on the line

  • mmis the slope

How to Use the Slope Calculator?

  1. Enter the coordinates of two points (x₁, y₁) and (xβ‚‚, yβ‚‚).

  2. Click Calculate.

  3. Instantly get the slope, rise, run, and slope direction.

Features of Our Slope Calculator

βœ”οΈ Instant slope calculation
βœ”οΈ Shows rise and run values
βœ”οΈ Works for positive, negative, zero, and undefined slopes
βœ”οΈ Free and easy to use

Why Use a Slope Calculator?

  • Students: Quickly solve math or geometry problems

  • Teachers: Demonstrate slope calculations in class

  • Engineers/Architects: Plan construction projects with accurate slopes

Example

If you have two points (2, 3) and (6, 11):

 

m=11βˆ’36βˆ’2=84=2

 

The slope of the line is 2, meaning the line rises 2 units for every 1 unit it runs.

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