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A DAS GUPTA-Differential Equation of the First Order-Exercise
- Solution of the equation xdy – [y + xy^3 (1 + log x)] dx = 0 is :
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- Find the differential equation corresponding to the family of curves y...
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- Obtain the differential equation of all conic sections ax^2+by^2=1 whe...
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- Form the differential equation of the family of circles touching th...
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- Solve x^2dy+y^2dx=xy(xdy-ydx)
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- Solve the equation: (1+x^2)tan^-1(dy)/(dx)+y=0
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- Solve sec^(2)x tany dx+sec^(2)y tanx dy=0
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- Solve dy/dx+xtan(x+y)+1=0
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- Solve (x^2+y^2+2xy)dy/dx=a^2
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- Solve x+y=sin^-1(dy/dx)
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- Solve (dy)/(dx) sqrt(1+x+y) =x+y-1
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- Solve x\ dy-y\ dx=sqrt(x^2+y^2)dx
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- Solve y^2dx+x(x+y)dy=0
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- Solve x/y*dy/dx=(x-2y)/(x-3y)
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- (1+e^(x//y))dx+e^(x//y)(1-(x)/(y))dy=0
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- Solve dy/dx=y/x+tanfrac{y}{x}
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- Solve (4x-6y+3)dy+(2x-3y-1)dx=0
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- Solve dy/dx=frac{3x-4y+2}{4x-5y+3}
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- Solve (2x+4y+1}dy=(2y+x-1)dx
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- Solve x(x^2+1)(dy)/(dx)=y(1-x^2)+x^2lnx
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- Solve dy/dx=(1+y^2)/(y(x+y^2+1))
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