5297324
Description
Mind Map by L. Eastman, updated more than 1 year ago
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Created by L. Eastman
almost 8 years ago
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Calculus
- Differentiation
- The derivative is the instantaneous rate of
change of a function with respect to one
of its variables.
- Rules
- Quotient Rule
- Product Rule
- Composition Rule
- Addition and Subtraction
- Quotient Rule
- Primitive Derivatives
- First Principle
- Tests
- First Derivative
- Second Derivative
- Inflection Point
- First Derivative
- The derivative is the instantaneous rate of
change of a function with respect to one
of its variables.
- Limits
- Equations and Graph
- Tangent Line
- Differentiate given equation
- Plug in "X" value
- =Slope
- Replace slope, "x" and "y" in the equation y=mx+c
- Find "c"
- State equation
- State equation
- Find "c"
- Replace slope, "x" and "y" in the equation y=mx+c
- =Slope
- Plug in "X" value
- Differentiate given equation
- Normal Line
- Slope= --1/tangent line
slope
- Replace slope, "x" and "y" in the equation
y=mx+c
- Find "c"
- State
equation
- State
equation
- Find "c"
- Relation b/w Slope of Tangent and
Normal
- Replace slope, "x" and "y" in the equation
y=mx+c
- Slope= --1/tangent line
slope
- Notation
f'(a)
- Relation b/w displacement, Velocity and Acceleration
- Tangent Line
- Integrals
- Indefinite: an integral expressed
without limits, and so containing an
arbitrary constant.
- Definite: an integral expressed as the
difference between the values of the integral
at specified upper and lower limits of the
independent variable.
- Primitive Integrals
- Area under the curve
- U Substitution
- Indefinite: an integral expressed
without limits, and so containing an
arbitrary constant.
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