Functions
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Contents |
[edit] Relations
- X = Domain
- Y = Range
[edit] Types Of Relation (x to y)
- One to one
- One to many
- Many to one
- Many to many
[edit] Relation Properties
- Linear: y = mx + c; (Straight Line)
- Quadratic: y = ax^2 + bx + c; (Parabola)
- Polynomial: y = ax^3 + bx^2 + cx + d; (Cubic)
- Exponential: y = a * b^(k*x) + c; (Exponential)
- Reciprocal: y = (a / (x – b) + c; (Rectangular Hyperbola)
- Square Root: y = a √(x) + b; (Sideways Parabola)
- Reciprocal Squared y = (a / (x – b)^2) + c; (Truncus)
- Circular: r^2 = (x – a)^2 + (y - b); (Circle)
[edit] Cartesians Plane
- Quadrant 1 = (x, y)
- Quadrant 2 = (-x, y)
- Quadrant 3 = (-x, -y)
- Quadrant 4 = (x, -y)
[edit] Functions
- All Functions are Relations but every Relation is not a Function.
Absolute Value Functions: y = |x| = √x^2
- + x if x > 0
- - x if x < 0
