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** slope intercept form calculator** - step by step calculation, formula (y = mx + b) & solved example to fit the slope (m) & intercept (y) into a straight line equation Ax + By + C = 0 or to find the point in XY coordinate system or two dimensional space where the line passes through y coordinate.

It's mathematically defined by the formula y = mx + c. It express the details of a point where the intercept or line is passing through y coordinate. When x = 0, the intercept y = c.

The below formula is used to to fit the slope (m) & intercept (y) into a straight line equation Ax + By + C = 0 or to find the point in XY coordinate system or two dimensional space where the line passes through y coordinate.

where,

**m** is slope or steepness of a line

**c** is intercept of y

This below solved example let users to understand how the example values are being used in this calculation to find the point in Y coordinate or two dimensional space where the line passes through y coordinate.

**Problem:**

Find the point in Y coordinate where the slope of a line m = 9 and the intercept c = 7.

**Solution:**

**Step by step Calculation:**

Let m = 9 & c = 7

Apply the values in the equation

y = m(x) + c

y = 9(x) + 7

y = 9x + 7

x - y + 7 = 0

The slope intercept form of a line is **9x - y + 7 = 0**

In many applications slope-intercept form is used to fitting the values in a straight line. When it comes to online, this slope intercept form calculator, formula & solved example let the users to understand, practice and verify such calculations. The required values to find & fit it in a line are slope of a line (m) and the intercept value c. Unlike most of other calculators online, it provides step by step calculation for each calculation users do by using this slope intercept form calculator.

Similar Resource |

Slope Intercept Form Worksheet |

Point Slope Form Worksheet |

Trapezium Area Calculation |

Cramer's Rule Formula for Linear Equation |

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