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  1. Calculus Help: Bernoulli's Equations - dy/dx-4y=2xy^2 ,y(0)=-4

    Calculus Help: Bernoulli's Equations - dy/dx-4y=2xy^2 ,y(0)=-4

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  2. Related Rate of Change: Một máy bay đang bay ở độ cao h = 9 km trên một đường bay sẽ đưa nó đi thăng

    Related Rate of Change: Một máy bay đang bay ở độ cao h = 9 km trên một đường bay sẽ đưa nó đi thăng

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  3. Calculus Help: Separable Differential Equations: (e^t y+t e^t y) dt+(t e^t+2)dy=0 ,y(0)=-1

    Calculus Help: Separable Differential Equations: (e^t y+t e^t y) dt+(t e^t+2)dy=0 ,y(0)=-1

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  4. Calculus Help: x(x-1) dy/dx-(2x+1)y+y^2+2x=0 Given that y=x - Riccati Differential Equations

    Calculus Help: x(x-1) dy/dx-(2x+1)y+y^2+2x=0 Given that y=x - Riccati Differential Equations

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  5. Calculus Help: Separable Differential Equations - (1+y^2 )dx+(1+x^2 )dy=0

    Calculus Help: Separable Differential Equations - (1+y^2 )dx+(1+x^2 )dy=0

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  6. Calculus Help: Find the limit - Techniques - lim(x→0)⁡ x^2/(cosx-1)

    Calculus Help: Find the limit - Techniques - lim(x→0)⁡ x^2/(cosx-1)

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  7. If the function f(x) has continuous derivative, 2f(x)+3f(1-x)=√(1-x^2 ) then ∫_0^1 f'(x) dx

    If the function f(x) has continuous derivative, 2f(x)+3f(1-x)=√(1-x^2 ) then ∫_0^1 f'(x) dx

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  8. Undetermined Coefficients: Differential Equations -y''+9y=2cos2x- Complementary/Particular Solutions

    Undetermined Coefficients: Differential Equations -y''+9y=2cos2x- Complementary/Particular Solutions

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  9. Calculus Help: Find values of a such that det(A)=0 A=[ 5 a 1 , 0 2 -1 , a 1 8 ] - Techniques

    Calculus Help: Find values of a such that det(A)=0 A=[ 5 a 1 , 0 2 -1 , a 1 8 ] - Techniques

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  10. Calculus Help: y''-4y'+4y=0 - Complementary Solutions - Differential Equations - Techniques

    Calculus Help: y''-4y'+4y=0 - Complementary Solutions - Differential Equations - Techniques

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  11. Calculus Help: Find the limits - lim(x→2)⁡ (4-2x)/(4-x^2 ) - Techniques - SOLVED!!

    Calculus Help: Find the limits - lim(x→2)⁡ (4-2x)/(4-x^2 ) - Techniques - SOLVED!!

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  12. Calculus Help: Separable Differential Equations -> dy/dx = -y/x , y(1) = 2

    Calculus Help: Separable Differential Equations -> dy/dx = -y/x , y(1) = 2

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  13. Calculus Help: An object of mass m is dropped into the sea at the surface. It is subject to a

    Calculus Help: An object of mass m is dropped into the sea at the surface. It is subject to a

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  14. Integral: ∫ cosx cos^2⁡ (sinx)dx ∫ sinx cos^2⁡ (cosx) dx ∫ cosx sin^2⁡ (sinx)dx ∫sinx sin^2⁡(cosx)dx

    Integral: ∫ cosx cos^2⁡ (sinx)dx ∫ sinx cos^2⁡ (cosx) dx ∫ cosx sin^2⁡ (sinx)dx ∫sinx sin^2⁡(cosx)dx

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