Functions
Analysis
Area between functions
Change of signs
Curve sketching
Derivation
Finding functions
Functions
Inflection points
Integral calculus
Intersection of functions
Intersection with axes
Monotony
Roots
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Turning points
Equations and terms
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Quadratic equations
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Root terms
Simplifying terms
Solving equations
Systems of equations
p,qFormula
Functions
Exponentiation functions
Linear functions
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Transforming functions
Vertex form
Fractions
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Calculate the gcd
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lcm
Geometry
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Circle
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Rhomboid calculator
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Trigonometry
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Quadrangle calculator (vectors)
Transforming plane equations
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Stochastics
Urn model
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Subtraction
Mathematics for everyday
Antiproportionalities
Interest calculation
Number systems
Percentage
Proportionalities
Roman numbers
Rule of three
Units
Men
Curve sketching
Enter your function here.
Hints: Enter
as 3*x^2 ,
as (x+1)/(x2x^4) and
as 3/5.
Linear functions
Enter what you know about your linear function. Leave out the rest and Mathepower computes it.
Equation:
Slope:
yline intercept:
Graph goes through points
Point A (

)
Point B (

)
Find a function
Degree of the function:
1
2
3
4
5
( The degree is the highest power of an x. )
Symmetries:
axis symmetric to the yaxis
point symmetric to the origin
yaxis intercept
Roots / Maxima / Minima /Inflection points:
root
Maximum
Minimum
Inflection point
at x=
root
Maximum
Minimum
Inflection point
at x=
root
Maximum
Minimum
Inflection point
at x=
root
Maximum
Minimum
Inflection point
at x=
root
Maximum
Minimum
Inflection point
at x=
Characteristic points:
Point
Maximum turning point
Minimum turning point
Saddle point
Inflection point
at

)
Point
Maximum turning point
Minimum turning point
Saddle point
Inflection point
at

)
Point
Maximum turning point
Minimum turning point
Saddle point
Inflection point
at

)
Point
Maximum turning point
Minimum turning point
Saddle point
Inflection point
at (

)
Point
Maximum turning point
Minimum turning point
Saddle point
Inflection point
at (

)
Slope at given xcoordinates:
Slope
at x=
Slope
at x=
Slope
at
Transforming functions
Enter your function here.
How shall your function be transformed?
By
in xdirection
stretched
shrinked
By
in ydirection
stretched
shrinked
By
to the
the right
l the left
By
to the
up
down
What's this about?
Here you can find many calculators for many topics involving functions.