ӢĴʻ,ӢĶ,ߵѧӢһ
VXZ:
Value of function ֵ
Variable
Vector
Velocity ٶ
Vertical asymptote ֱ
Volume
X-axis x
x-coordinate x
x-intercept xؾ
Zero vector
Zeros of a polynomial ʽ
T:
Tangent function к
Tangent line
Tangent plane ƽ
Tangent vector
Total differential ȫ
Trigonometric function Ǻ
Trigonometric integrals ǻ
Trigonometric substitutions Ǵ
Tripe integrals ػ
S:
Saddle point
Scalar
Secant line
Second derivative
Second Derivative Test 鷨
Second partial derivative ƫ
Sector
Sequence
Series
Set
Shell method Ƿ
Sine function Һ
Singularity
Slant asymptote б
Slope б
Slope-intercept equation of a line ֱߵбʽ
Smooth curve ƽ
Smooth surface ƽ
Solid of revolution ת
Space ռ
Speed
Spherical coordinates
Squeeze Theorem м
Step function ݺ
Strictly decreasing ϸݼ
Strictly increasing ϸ
Sum
Surface
Surface integral
Surface of revolution ת
Symmetry Գ
R:
Radius of convergence 뾶
Range of a function ֵ
Rate of change 仯
Rational function
Rationalizing substitution
Rational number
Real number ʵ
Rectangular coordinates ֱ
Rectangular coordinate system ֱϵ
Relative maximum and minimum Լֵ뼫Сֵ
Revenue function 뺯
Revolution , solid of ת
Revolution , surface of ת
Riemann Sum
Riemannian geometry
Right-hand derivative ҵ
Right-hand limit Ҽ
Root
PQ:
Parabola
Parabolic cylinder
Paraboloid
Parallelepiped ƽ
Parallel lines
Parameter
Partial derivative ƫ
Partial differential equation ƫַ
Partial fractions ַʽ
Partial integration ֻ
Partiton ָ
Period
Periodic function ں
Perpendicular lines ֱ
Piecewise defined function ֶζ庯
Plane ƽ
Point of inflection
Polar axis
Polar coordinate
Polar equation ʽ
Pole
Polynomial ʽ
Positive angle
Point-slope form бʽ
Power function ݺ
Product
Quadrant
Quotient Law of limit ̶
Quotient Rule ̶
MNO:
Maximum and minimum values 뼫Сֵ
Mean Value Theorem ֵ
Multiple integrals ػ
Multiplier
Natural exponential function Ȼָ
Natural logarithm function Ȼ
Natural number Ȼ
Normal line
Normal vector
Number
Octant
Odd function 溯
One-sided limit
Open interval
Optimization problems ѻ
Order
Ordinary differential equation ַ
Origin ԭ
Orthogonal
L:
Laplace transform Leplace 任
Law of Cosines Ҷ
Least upper bound СϽ
Left-hand derivative
Left-hand limit
Lemniscate ˫ť
Length
Level curve ȸ
L'Hospital's rule ش
Limacon
Limit
Linear approximationԽ
Linear equation Էʽ
Linear function Ժ
Linearity
Linearization Ի
Line in the plane ƽֱ֮
Line in space ռֱ֮
Lobachevski geometry ްз˹
Local extremum ֲֵ
Local maximum and minimum ֲֵ뼫Сֵ
Logarithm
Logarithmic function
I:
Implicit differentiation
Implicit function
Improper integral 覻
Increasing/Decreasing Test ݼ鷨
Increment
Increasing Function
Indefinite integral
Independent variable Ա
Indeterminate from
Inequality ʽ
Infinite point
Infinite series
Inflection point
Instantaneous velocity ˲ʱٶ
Integer
Integral
Integrand ʽ
Integration
Integration by part ֲַ
Intercepts ؾ
Intermediate value of Theorem мֵ
Interval
Inverse function
Inverse trigonometric function Ǻ
Iterated integral λ
H:
Higher mathematics ߵѧ/
EFGH:
Ellipse Բ
Ellipsoid Բ
Epicycloid
Equation ʽ
Even function ż
Expected Valued ֵ
Exponential Function ָ
Exponents , laws of ָ
Extreme value ֵ
Extreme Value Theorem ֵ
Factorial ׳
First Derivative Test һ鷨
First octant һ
Focus
Fractions ʽ
Function
Fundamental Theorem of Calculus ֻ
Geometric series μ
Gradient ݶ
Graph ͼ
Green Formula ֹʽ
Half-angle formulas ǹʽ
Harmonic series ͼ
Helix
Higher Derivative ߽
Horizontal asymptote ˮƽ
Horizontal line ˮƽ
Hyperbola ˫
Hyper boloid ˫
D:
Decreasing function ݼ
Decreasing sequence ݼ
Definite integral
Degree of a polynomial ʽ֮
Density ܶ
Derivative
of a composite function Ϻ֮
of a constant function ֮
directional
domain of ֮
of exponential function ָ֮
higher ߽
partial ƫ
of a power function ݺ֮
of a power series ]֮
of a product ֮
of a quotient ֮
as a rate of change
right-hand ҵ
second
as the slope of a tangent ֮б
Determinant ʽ
Differentiable function ɵ
Differential
Differential equation ַ
partial ƫַ
Differentiation
implicit
partial ƫַ
term by term
Directional derivatives
Discontinuity
Disk method Բ̷
Distance
Divergence ɢ
Domain
Dot product
Double integral ػ
change of variable in ػ֮任
in polar coordinates ػ
C:
Calculus
differential ѧ
integral ѧ
Cartesian coordinates ѿ һֱָ
Cartesian coordinates system ѿϵ
Cauch’s Mean Value Theorem ֵ
Chain Rule
Change of variables 任
Circle Բ
Circular cylinder Բ
Closed interval
Coefficient ϵ
Composition of function ֮ϳ
Compound interest
Concavity
Conchoid
Cone Բ
Constant function
Constant of integration ֳ
Continuity
at a point һ㴦֮
of a function ֮
on an interval ֮
from the left
from the right
Continuous function
Convergence
interval of
radius of 뾶
Convergent sequence
series
Coordinates
Cartesian ѿ
cylindrical
polar
rectangular ֱ
spherical
Coordinate axes
Coordinate planes ƽ
Cosine function Һ
Critical point ٽ
Cubic function κ
Curve
CylinderԲ
Cylindrical Coordinates Բ
AB:
Absolute convergence
Absolute extreme values Լֵ
Absolute maximum and minimum Լ뼫С
Absolute value ֵ
Absolute value function ֵ
Acceleration ٶ
Antiderivative
Approximate integration ƻ
Approximation ƽ
by differentials ֱƽ
linear Աƽ
by Simpson’s Rule Simpsonƽ
by the Trapezoidal Rule ηƽ
Arbitrary constant ⳣ
Arc length
Area
under a curve ·֮
between curves ֮
in polar coordinates ʾ֮
of a sector of a circle ֮
of a surface of a revolution ת֮
Asymptote
horizontal ˮƽ
slant б
vertical ֱ
Average speed ƽ
Average velocity ƽٶ
Axes, coordinate
Axes of ellipse Բ֮
Binomial series