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Find cosA.cosB || Find sinA.sinB || Find factorization formulae cosA + cosB and cosA - cosB
2:55
Find cosA.cosB || Find sinA.sinB || Find factorization formulae cosA + cosB and cosA - cosB
Example Leibnitz's Theorem || Detailed Solution ||Successive Differentiation
17:27
Example Leibnitz's Theorem || Detailed Solution ||Successive Differentiation
Leibnitz's Theorem || Successive differentiation
17:07
Leibnitz's Theorem || Successive differentiation
To find SinA.CosB |To find CosA.SinB | To find SinA+SinB |To find SinA-SinB |Factorization Formulae
2:38
To find SinA.CosB |To find CosA.SinB | To find SinA+SinB |To find SinA-SinB |Factorization Formulae
Binary Operation in Set Theory || Binary operation ||
9:04
Binary Operation in Set Theory || Binary operation ||
Semigroup || Natural Number set is semigroup or not?
9:31
Semigroup || Natural Number set is semigroup or not?
Groupoid || Quasi Group|| Binary operation || Groupoid with examples
7:57
Groupoid || Quasi Group|| Binary operation || Groupoid with examples
Solution of differential Equation Laplace Transform || Application of Laplace Transform
10:46
Solution of differential Equation Laplace Transform || Application of Laplace Transform
Hyperbolic Identity sinhx.coshy and Hyperbolic Identity coshx.sinhy
1:12
Hyperbolic Identity sinhx.coshy and Hyperbolic Identity coshx.sinhy
Inverse Laplace Transform by Convolution Theorem for for finding (s+3)^2/(s^2+6s+5)^2
15:01
Inverse Laplace Transform by Convolution Theorem for for finding (s+3)^2/(s^2+6s+5)^2
Inverse Laplace Transform by Convolution Theorem for s^2/(s^2-a^2)^2
12:08
Inverse Laplace Transform by Convolution Theorem for s^2/(s^2-a^2)^2
Hyperbolic Identity sinh(x+y) and sinh(x-y)
2:22
Hyperbolic Identity sinh(x+y) and sinh(x-y)
Hyperbolic Identity coshx .coshy and sinhx.sinhy
1:01
Hyperbolic Identity coshx .coshy and sinhx.sinhy
Hyperbolic Identity cosh(x+y) and cosh(x-y)
2:10
Hyperbolic Identity cosh(x+y) and cosh(x-y)
Inverse Laplace Transform by Convolution Theorem || Inverse Laplace Transform of 1/(s-a)(s+ a)^2
15:09
Inverse Laplace Transform by Convolution Theorem || Inverse Laplace Transform of 1/(s-a)(s+ a)^2
nth derivative of Rational function || Successive differentiation of Proper Rational function ||
12:31
nth derivative of Rational function || Successive differentiation of Proper Rational function ||
nth derivative e^ax .cos(bx+c)|| Successive Differentiation e^ax .cos(bx+c)
11:06
nth derivative e^ax .cos(bx+c)|| Successive Differentiation e^ax .cos(bx+c)
nth derivative of e ^ax.sin(bx+c) ||Successive differentiation of e ^ax.sin(bx+c) ||
11:40
nth derivative of e ^ax.sin(bx+c) ||Successive differentiation of e ^ax.sin(bx+c) ||
nth derivative of log(ax+b) || successive differentiation of log(ax+b)
10:07
nth derivative of log(ax+b) || successive differentiation of log(ax+b)
nth derivative of (ax+b)^m || successive differentiation (ax+b)^m
10:13
nth derivative of (ax+b)^m || successive differentiation (ax+b)^m
nth derivative of a^mx | nth derivative of e^mx | nth derivative of exponential function
7:52
nth derivative of a^mx | nth derivative of e^mx | nth derivative of exponential function
nth derivative of cos (ax+b) || successive differentiation || nth derivative of cos (ax)
9:41
nth derivative of cos (ax+b) || successive differentiation || nth derivative of cos (ax)
n th derivative formulae || Successive Differentiation formulae
0:58
n th derivative formulae || Successive Differentiation formulae
Cyclic Permutation || Cycle of Permutation || Definition of Cyclic Permutation
12:00
Cyclic Permutation || Cycle of Permutation || Definition of Cyclic Permutation
Signature of Permutation || Sign of Permutation
10:30
Signature of Permutation || Sign of Permutation
Composition of Permutations || Product of two permutations || Composition not commutative ||
10:28
Composition of Permutations || Product of two permutations || Composition not commutative ||
nth derivative of 1/(ax+b) || Successive differentiation of 1/ax+b
10:45
nth derivative of 1/(ax+b) || Successive differentiation of 1/ax+b
nth derivative of sin(ax+b) || successive Differentiation of sin(ax+b) || nth derivative of sin(ax)
8:46
nth derivative of sin(ax+b) || successive Differentiation of sin(ax+b) || nth derivative of sin(ax)
Derivative of cos^2(ax) by First Principle of Derivative
11:50
Derivative of cos^2(ax) by First Principle of Derivative
Half Range Fourier Series || Half Range Cosine Series || Half Range Sine Series ||
1:40
Half Range Fourier Series || Half Range Cosine Series || Half Range Sine Series ||