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0:03:27

Find a+b,if a=sin^-1(√2/2)+cos^-1(-1/2) & b=...(@ComfortUrMaths_PritiSingh )

0:02:35

Integrate 1/√(9-4x^2)(@ComfortUrMaths_PritiSingh )

0:02:09

Find x ,if A^2=B for the given 2×2 matrices (@ComfortUrMaths_PritiSingh )

0:04:10

Second Derivative Test & Point of Inflexion Concept (@ComfortUrMaths_PritiSingh )

0:05:10

First Derivative Test Concept (@ComfortUrMaths_PritiSingh )

0:06:02

Find Lamda,If inverse of a matrix is given (@ComfortUrMaths_PritiSingh )

0:01:33

If Sin(xy)=1,then dy/dx is equal to(@ComfortUrMaths_PritiSingh )

0:03:14

Differentiate e^sin^2x wrt cos x(@ComfortUrMaths_PritiSingh )

0:02:20

Find |5A'|,When |A|=-2(@ComfortUrMaths_PritiSingh )

0:02:30

Integrate cos^3xe^logsinx(@ComfortUrMaths_PritiSingh )

0:05:11

Integrate 1/(5+4x-x^2)(@ComfortUrMaths_PritiSingh )

0:02:25

Area of the circle is increasing at a uniform rate of 2 cm^2/sec(@ComfortUrMaths_PritiSingh )

0:03:52

xsin(1/x) is continuous (@ComfortUrMaths_PritiSingh )

0:04:38

|x-5| is differentiable at x=5 or not (@ComfortUrMaths_PritiSingh )

0:03:06

Find K (@ComfortUrMaths_PritiSingh )

0:01:52

Assertion Reason Problem Class 12(@ComfortUrMaths_PritiSingh )

0:01:45

If P(A/B)=P(B/A) not = 0 then ?(@ComfortUrMaths_PritiSingh )

0:03:26

The Cartesian Equation of the line passing through the point (@ComfortUrMaths_PritiSingh )

0:03:05

The angle which the line x/1=y/-1=z/0 makes with the positive... (@ComfortUrMaths_PritiSingh )

0:03:46

The position vector of points P and Q are p vector & q vector resp...(@ComfortUrMaths_PritiSingh )

0:03:10

If xe^y=1,then the value of dy/DX at x=1 is...(@ComfortUrMaths_PritiSingh )

0:03:34

Solve the definite Integral x|x| from -1 to 1(@ComfortUrMaths_PritiSingh )

0:03:03

Area of the region bounded by the curve y^2=4x(@ComfortUrMaths_PritiSingh )

0:04:32

Find Local minima for the function f(x)=x/2+2/x(@ComfortUrMaths_PritiSingh )