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Formulary:
Maths
-
Geometry
-
Straight Line ⁄
Maths
Algebra
Geometry
Circle ○
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Straight Line ⁄
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Trigonometry ◿
Straight Line ⁄
Definitions:
x1
: x1-coordinate
x2
: x2-coordinate
y1
: y1-coordinate
y2
: y2-coordinate
m
: Slope
b
: y-intercept
f
:
y
: Equation
Layer 1
x
x
y
y
1
1
2
2
Slope Formula
\( m = \frac{y_2 - y_1}{x_2 - x_1} \)
m
=
Slope
y2
=
y2-coordinate
y1
=
y1-coordinate
x2
=
x2-coordinate
x1
=
x1-coordinate
Layer 1
x
x
y
y
1
1
2
2
b
Main Form
\( y = m \times x + b \)
y
=
Equation
m
=
Slope
b
=
y-intercept
\( y = \frac{y_2 - y_1}{x_2 - x_1} \times x + \left( y_2 - \frac{y_2 - y_1}{x_2 - x_1} \times x_2 \right) \)
y
=
Equation
y1
=
y1-coordinate
y2
=
y2-coordinate
x1
=
x1-coordinate
x2
=
x2-coordinate
y2
=
y2-coordinate
y1
=
y1-coordinate
y2
=
y2-coordinate
x1
=
x1-coordinate
x2
=
x2-coordinate
x2
=
x2-coordinate
\( y = m \times x + \left( y_2 - m \times x_2 \right) \)
y
=
Equation
m
=
Slope
y2
=
y2-coordinate
m
=
Slope
x2
=
x2-coordinate
\( y = m \times x + \left( y_1 - m \times x_1 \right) \)
y
=
Equation
m
=
Slope
y1
=
y1-coordinate
m
=
Slope
x1
=
x1-coordinate
Point Slope Form
\( y - y_1 = \frac{y_2 - y_1}{x_2 - x_1} \times \left( x - x_1 \right) \)
f
=
y1
=
y1-coordinate
y1
=
y1-coordinate
y2
=
y2-coordinate
x1
=
x1-coordinate
x2
=
x2-coordinate
x1
=
x1-coordinate