Add to ORKGAn example of how double-angle formulae can be used to help with integrating sin^2 x and cos^2
We prepare integral from 0 to 2 Pi of 1/(2+cos(theta)) for integration in the complex plane
Integrals whose integrand consists of products of sin and cos with themselves or each other are eval...
We use the complex exponential to integrate e^(ax) times cos(bx) or sin(bx) as real and imaginary pa...
Demonstrates an example of integrating a function that is a product of even powers of sinx and cos ...
The double-angle formula for sine states that sin(2x) = 2sin(x)cos(x). Computing the area of a trian...
The addition formula for sine states that sin(A+B) = sin(A)cos(B)+cos(A)sin(B). All triangle hypoten...
x=0 y=x e−(x−y) 2 sin2(x2 + y2) x2 − y2 (x2 + y2)2 dy dx. (1) In fact, this problem can be solved by...
A more difficult example of integrating a function that is a product of even powers of sin x or cos
A more difficult example of integrating a function that is a product of odd powers of sin x or cos
An example of integrating a function that is a product of odd powers of sin x and cos
The difference formula for cosine states that cos(A-B) = cos(A)cos(B)+sin(A)sin(B). All triangle hyp...
Presents a program that calculates the third side of a triangle, given the 1 st and 2 nd and the ang...
Applies the substitution two examples one involving the integral of sin and another one involving th...
The Law of Sines is a relationship among the angles and sides of a triangle. The ratio of the sine o...
Calculus, Integrals, trigonometric functionsThis Demonstration shows the first two steps in how to p...
We prepare integral from 0 to 2 Pi of 1/(2+cos(theta)) for integration in the complex plane
Integrals whose integrand consists of products of sin and cos with themselves or each other are eval...
We use the complex exponential to integrate e^(ax) times cos(bx) or sin(bx) as real and imaginary pa...
Demonstrates an example of integrating a function that is a product of even powers of sinx and cos ...
The double-angle formula for sine states that sin(2x) = 2sin(x)cos(x). Computing the area of a trian...
The addition formula for sine states that sin(A+B) = sin(A)cos(B)+cos(A)sin(B). All triangle hypoten...
x=0 y=x e−(x−y) 2 sin2(x2 + y2) x2 − y2 (x2 + y2)2 dy dx. (1) In fact, this problem can be solved by...
A more difficult example of integrating a function that is a product of even powers of sin x or cos
A more difficult example of integrating a function that is a product of odd powers of sin x or cos
An example of integrating a function that is a product of odd powers of sin x and cos
The difference formula for cosine states that cos(A-B) = cos(A)cos(B)+sin(A)sin(B). All triangle hyp...
Presents a program that calculates the third side of a triangle, given the 1 st and 2 nd and the ang...
Applies the substitution two examples one involving the integral of sin and another one involving th...
The Law of Sines is a relationship among the angles and sides of a triangle. The ratio of the sine o...
Calculus, Integrals, trigonometric functionsThis Demonstration shows the first two steps in how to p...
We prepare integral from 0 to 2 Pi of 1/(2+cos(theta)) for integration in the complex plane
Integrals whose integrand consists of products of sin and cos with themselves or each other are eval...
We use the complex exponential to integrate e^(ax) times cos(bx) or sin(bx) as real and imaginary pa...