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VIKRAM PUBLICATION ( ANDHRA PUBLICATION)-DIFFERENTIATION-Exercise-9(d)
- Show that y=x+tanx satisfies the equation cos^(2)x(dy^(2))/(dx^(2))+2x...
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- If y=(2x+3)/(4x+5) then find y''.
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- If y=ae^(nx)+be^(-nx), then prove that y''=n^(2)y.
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- Find the second order derivatives of the following functions of f(x) ...
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- Find the second order derivatives of the following functions of f(x) ...
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- Find the second order derivatives of the following functions of f(x) ...
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- Find the second order derivatives of the following functions of f(x) ...
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- Find the second order derivatives of the following functions of f(x) ...
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- Find the second order derivatives of the following functions of f(x) ...
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- Tan^(-1)((3x-x^(3))/(1-3x^(2)))=
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- If y=ax^(n+1)+bx^(-n) then show that x^(2)y''=n(n+1)y.
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- If y=acosx+(b+2x)sinx, then show that y''+y=4cosx.
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- If ay^(4)=(x+b)^(5) then show that 5yy''=(y')^(2).
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- If y=acos(sinx)+bsin(sinx) then prove that y''+(tanx)y'+ycos^(2)x=0.
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- If y=128 sin ^(3) x cos ^(4) x ,then find (d^(2)y)/dx^(2)
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- If y = e ^(-kx //2) (a cos nx + b sin nx) then y (2)+ky(1)+ (n^(2) + k...
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