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Sove the initial value problem dy/dx=12x3−2sinx,y(0)=3
One hundred grams of cane sugar in water are being converted into dextrose at a rate which is proportional to the amount unconverted. Find the differential equation expressing the rate of conversion after t minutes.
The degree of differention equation (d3y/dx3)2+2d2y/dx2−dy/dx+x2(dy/dx)3=0 is _________
Find the value of m so that the functiony=emx is a solution of the differential equation y′+2y=0
solve the second order differential equation d2y/dx2−4y=12x,y(0)=4,y′(0)=1
Find the complete solution of (D4−8D2+16)y=0
Solve the diferential equation 2d2y/dx2+5dy7dx−12y=0
Find the particular solution of dy/dx+2y=2x2+3
Solve the diferential equation y′=−y+x2y2
Solve the Riccati's equaton dy/dx=−1−x2+y2
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