# Slope Calculator

When two **points** are connected **via** a **line**, it must have a **ratio** between the change in vertical and horizontal distance. In **Mathematics**, a specific term is used to represent that **ration **that is called Slope. Calculating the **slope** of any line isn’t a difficult task if you know the formula to do so. But it can be difficult if you don’t know how to **utilize** the given coordinates of the points.

In this case, you can use this **slope calculator** that has been designed for this purpose particularly. This online calculator can help you in **finding** the slope of any line with any coordinates instead of **smaller** ones only. Normally, you will feel comfortable while dealing with **small** coordinates and get **problems** with complex coordinates. This maths calculator can make the process **smooth** for you with all coordinates.

**Table of Contents**

## Slope Definition

In Mathematics, the slope is the **ratio** of the **change** in vertical **distance** to the change in the horizontal distance when **two points** are connected to **draw** a line. It is also called the ratio of **rise** to run as the change in vertical distance is called rise and the **change** in horizontal distance is called run. The slope is also represented by the symbol “**m**”.

This calculation is much **important** in different **professional** and daily life-related fields. With the help of **slope** calculation, multiple construction-related **problems** can be solved. A professional can take measures depending on this calculation to keep the building **safe** from natural **hazards** like floods.

**Additionally**, it can help engineers in minimizing the **cost** of their projects. A professional **engineer** or architect can **use** this measure **differently** for their projects in different conditions. **Shortly**, Slope can help different **professionals** in different **aspects** to get benefited.

### How to calculate Slope?

As mentioned **earlier**, the slope is the **ratio** of rise to **run**. It means that it must have a formula in the **form** of a fraction. To **learn** how to calculate this measurement, you should **need** to learn the formula of slope **first**. Here is the formula you have to **use** for slope calculation.

Slope = m =^{y}2 -^{y}1 /^{x}2 -^{x}1

In this equation,

- “
^{y}2” and “^{x}2” are the coordinates of the second point. - “
^{y}1” and “^{x}1” are the coordinates of the first point.

If you are **proficient** in performing different mathematical **operations** like subtraction and **division** at the **same** time, you can find slopes **easily**. But if you aren’t proficient **enough**, you can use this **slope calculator** that can make the process easier and faster. But we have also **shown** an example here to **let** you know how to find the slope when two **points** are given.

**Example 1:**

Find the slope if two points with the following coordinates are given, (4, 2) and (7,11).

**Solution:**

As we can see that the x coordinates of both points are 4 and 7 while the y coordinates of both points are 2 and 11. So, we only have to put these values in the above formula,

Slope =^{y}2 -^{y}1 /^{x}2 -^{x}1

= 11 - 2 /7 - 4

m = 9/3

m = 3

It means the slope between these two points will be “3”.

### How to use the Slope calculator?

Sometimes, you may have **complex** coordinates for the **points** and want to find the **slope** between **them**. Doesn’t matter whether you are in a **hurry** or want to find the **slope** of larger coordinates, you can **use** this tool by Calculator’s Bag. It can be used by adopting the following steps.

**Step 1: **Enter the coordinates of the y-axis in the first required input.

**Step 2: **Enter the coordinates of the x-axis in the second required input.

**Step 3: **The calculator will automatically display an answer on the screen.

### FAQ | Slope Calculator

**What are the rules for slope?**

The rules of slope depending on the input values we have. The simplest rule is to divide the change in the vertical distance by the change in the horizontal distance.

**Does it matter in which direction you calculate the slope?**

Yes, the direction is important when we are finding the slope. It is because the change in direction can reverse the final answer.

**Can you flip the slope formula?**

Yes, we can but it will give the opposite answer to the original slope of the line that we have found without flipping the formula.

**How do you know which slope is greater? **

The line with greater steepness will have a greater slope as compared to the line with smaller or lower steepness.

**At what rate is the slope changing? **

The rate of slope changes depends on the change in the vertical and horizontal distance.

**Can a slope Be positive and negative? **

Yes, a slope can either be positive or negative.

**What makes a slope undefined? **

The slope of a vertical line will be undefined because it is exactly straight and vertical to the x-axis.

**How do you know if a slope is zero or undefined? **

The slope of a horizontal line is zero while the slope of a vertical line is undefined.

**Does a higher slope mean higher speed? **

Yes, the higher slope means that the object is moving at a higher speed.