Answer
Step by step text solution for Show that the differential equation (x-y)dy/dx=X+2yis homogeneous and find its degree. by MATHS experts to help you in doubts & scoring excellent marks in Class 12 exams.
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USHA PUBLICATION-INTEGRATION AREA UNDER PLANE CURVES DIFFERENTIAL EQUATION -EXERCISE
- Find Integrating factor of:(x logx)dy/dx+y=2logx
02:15
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- Reduce the different equation:xdy/dx+y=xy^2into linear from.
01:27
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- Show that the differential equation (x-y)dy/dx=X+2yis homogeneous and ...
03:06
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- solve the differential equation:dy/dx=3x-y-4/2y+x+3
03:51
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- Write the solution of the differential equation:dy/dx=y/x.
02:56
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- Evaluate the integral: intxcos^3x^2sinx^2 dx
03:08
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- Evaluate the integral: intx^3 tan^4x^4sec^2x^4dx
03:44
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- Evaluate the integral:intdx/(7xsqrt((2x^4-4)
04:23
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- Perform the integration:intcos xcos 2 xcos3xdx
07:29
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- Perform the integration:intCos^9x/(sinx)dx
08:56
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- Perform the integration: int(Cos2x-cos2a)/(cosx-cosa)dx
05:30
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- Evaluate the integral: int(x^2-4)/(x-2)dx
02:28
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- Evaluate the integral:intdx/(sin^2x(cot^2x+2)
03:31
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- Evaluate the integral:int(tanxdx)/(a+btan^2x)
11:52
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- Evaluate: int(Inx)/(x^2)dx
05:44
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- int((x^2+1)e^x)/(x+1)^2dx
08:15
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- Evaluate:int sqrt(4-x^2)dx
02:07
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- Evaluate:int sqrt(x^2+2x+5)dx
06:19
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- intsec^2thetasqrt(sec^2theta+3)d theta
04:35
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- Evaluate:intcosthetasqrt(4-sin^2theta)d theta
03:28
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