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Calculus | R
Calculus answers two main questions about functions. (1) How steep is a function at a point? (2) What is the area under the graph over some region? The first question is answered using the derivative and to answer the second question we use the integral.
http://qindex.info/d.php?c=5079#5210

Cross Product | R
Given two nonzero vectors in two or three dimensions, their cross product is a vector with magnitude equal to the product of the magnitudes of the vectors times the sine of the angle between the vectors and direction perpendicular to the vectors.
http://qindex.info/d.php?c=5079#5291

Dot Product | R
Given two nonzero vectors in two or three dimensions, their dot product is the product of the magnitudes times cosine of the angle between the two vectors.
http://qindex.info/d.php?c=5079#5288

Greek Alphabet | R
Α α Β β Γ γ Δ δ Ε ε Ζ ζ Η η Θ θ Ι ι Κ κ Λ λ Μ μ Ν ν Ξ ξ Ο ο Π π Ρ ρ Σ σ/ς Τ τ Υ υ Φ φ Χ χ Ψ ψ Ω ω
http://qindex.info/d.php?c=5079#5203

Integration | R
The Fundamental Theorem of Calculus: Redefining Integration
http://qindex.info/d.php?c=5079#3658

Isosceles triangle | R
A tiangle with two equal sides.
http://qindex.info/d.php?c=5079#5211

Limit | R
The limit of f of x as x approaches a is L.
http://qindex.info/d.php?c=5079#3473

Line | R
A point is nothing more than a location in space. It is zero-dimensional. From here we can create a one-dimensional object called a line by stringing an infinite number of points along a particular dimension.
http://qindex.info/d.php?c=5079#5177

Logarithm | R
By definition, when we say log base b of x equals y, that's the same thing as saying "b to the y equals x". So if you want to find log base b of x, you're asking "what power do you have to raise b to in oder to get x?"
http://qindex.info/d.php?c=5079#5065

Logarithm | R
Or you can say, if I raise b to the power of y, I'm going to get x. a + b = c; c - b = a; a × b = c; c ÷ b = a; a ^ b = c; The bth root of c is a. The log base a of c is b.
http://qindex.info/d.php?c=5079#5202

Logarithm | R
"The base of the log raised to the power of what's on the other side of the equal sign will equal the number that the log is operating on."
http://qindex.info/d.php?c=5079#5356

Partial derivative | R
(1) partial derivative of f with respect to x, f sub x, partial f over partial x. (2) f sub xx, partial squared f over partial x squared. (3) f sub xy, partial squared f over partial y partial x.
http://qindex.info/d.php?c=5079#5077

Plane | R
By stringing an infinite number of lines along a dimension perpendicular to the line, a two-dimensional object called a plane can be obtained. And then if we string an infinite number of planes in either direction, we get three dimensional space.
http://qindex.info/d.php?c=5079#5031

Point | R
A point is nothing more than a location in space. It is zero-dimensional. From here we can create a one-dimensional object called a line by stringing an infinite number of points along a particular dimension.
http://qindex.info/d.php?c=5079#5030

Scalene triangle | R
A tiangle whose three sides are different lengths.
http://qindex.info/d.php?c=5079#5212

Space | R
By stringing an infinite number of lines along a dimension perpendicular to the line, a two-dimensional object called a plane can be obtained. And then if we string an infinite number of planes in either direction, we get three dimensional space.
http://qindex.info/d.php?c=5079#5178

Trigonometric Functions | R
Sine, Cosine, Tangent, Cosecant, Secant, and Cotangent
http://qindex.info/d.php?c=5079#3457

ε δ definition of limit | R
The limit of f(x) as x approaches a equals L if and only if for any ε>0 there exists a δ>0 such that 0 < | x - a | < δ => | f(x) - L | < ε
http://qindex.info/d.php?c=5079#5219
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