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  1. Calculus Techniques: Integration ∫ 1 dx/(1+tanx) - Integration by substitution - SOLVED!!

    Calculus Techniques: Integration ∫ 1 dx/(1+tanx) - Integration by substitution - SOLVED!!

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  2. Calculus Help: Integral ∫ sinx √(1+cosx)dx - Integration by substitution - Techniques

    Calculus Help: Integral ∫ sinx √(1+cosx)dx - Integration by substitution - Techniques

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  3. Calculus Help: Integration from 4 to 9 √x/(√x-1) dx - Techniques - Integration by substitution

    Calculus Help: Integration from 4 to 9 √x/(√x-1) dx - Techniques - Integration by substitution

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  4. Calculus Help: Integral: x e^(x^2) dx - Integration by substitution - Techniques - Solutions

    Calculus Help: Integral: x e^(x^2) dx - Integration by substitution - Techniques - Solutions

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  5. Calculus Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Techniques - SOLVED!

    Calculus Help: ∫ √(1+x^2 )/x dx - Integration by trigonometric substitution - Techniques - SOLVED!

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  6. Calculus Help: Integral ∫ (x^2-3x)/√(x+4) dx - Integration by substitution - Techniques

    Calculus Help: Integral ∫ (x^2-3x)/√(x+4) dx - Integration by substitution - Techniques

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  7. Calculus Help: ∫ ∛x/(∛x+1) dx, ∫ 1/(1+√3x) dx - Integration by substitution - Techniques

    Calculus Help: ∫ ∛x/(∛x+1) dx, ∫ 1/(1+√3x) dx - Integration by substitution - Techniques

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  8. Calculus Help: Integral ∫ sin^5⁡ x cos^4⁡ x dx - Integration by substitution - Techniques

    Calculus Help: Integral ∫ sin^5⁡ x cos^4⁡ x dx - Integration by substitution - Techniques

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  9. Calculus Help: Integral ∫ x^3/(4x^2+9)^(3/2) dx - Integration by substitution - Techniques

    Calculus Help: Integral ∫ x^3/(4x^2+9)^(3/2) dx - Integration by substitution - Techniques

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  10. Calculus Help: Integral ∫ ∛(e^arccot⁡(4x) )/(16x^2+1) dx - Integration by substitution

    Calculus Help: Integral ∫ ∛(e^arccot⁡(4x) )/(16x^2+1) dx - Integration by substitution

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  11. Calculus Help: Integral ∫ dx/(x^2 √(x^2-1)) - Integration by trigonometric substitution

    Calculus Help: Integral ∫ dx/(x^2 √(x^2-1)) - Integration by trigonometric substitution

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  12. Calculus Help: Integral ∫ 1/(x^3+x) dx - Integration by trigonometric substitution

    Calculus Help: Integral ∫ 1/(x^3+x) dx - Integration by trigonometric substitution

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  13. Calculus Help: Integral of cos^3⁡x/(1-sinx) dx - Integration by substitution - Trigonometry

    Calculus Help: Integral of cos^3⁡x/(1-sinx) dx - Integration by substitution - Trigonometry

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  14. Calculus Help: Integral of dx/√(1+x^2 ) - Integration by trigonometric substitution

    Calculus Help: Integral of dx/√(1+x^2 ) - Integration by trigonometric substitution

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  15. Integral ∫ From 2 to 4 √(ln⁡(9-x) )/(√(ln⁡(9-x) )+√(ln⁡(3+x))) dx - Integration by substitution

    Integral ∫ From 2 to 4 √(ln⁡(9-x) )/(√(ln⁡(9-x) )+√(ln⁡(3+x))) dx - Integration by substitution

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  16. Calculus Help: ∫ (2+(lnx)^2)/(x(2-lnx)) dx - Integration by substitution

    Calculus Help: ∫ (2+(lnx)^2)/(x(2-lnx)) dx - Integration by substitution

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  17. Calculus Help: Integral of sin^3⁡ x cosx dx - Integration by substitution

    Calculus Help: Integral of sin^3⁡ x cosx dx - Integration by substitution

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  18. Calculus Help: ∫_0^1 arcsinx dx Integration by parts and substitution

    Calculus Help: ∫_0^1 arcsinx dx Integration by parts and substitution

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  19. 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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  20. Calculus Help: Integral from 0 to 1 x^x dx - Gamma Function - Taylor Series - Substitution

    Calculus Help: Integral from 0 to 1 x^x dx - Gamma Function - Taylor Series - Substitution

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  21. Integration by Substitution: ∫ (7x+4)^5 dx, ∫ e^x/(2e^x+3)^7 dx, ∫ (x^2+2x)/(x^3+3x^2-4) dx

    Integration by Substitution: ∫ (7x+4)^5 dx, ∫ e^x/(2e^x+3)^7 dx, ∫ (x^2+2x)/(x^3+3x^2-4) dx

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  22. Double Integrals, Rectangular Regions, Fubini's Theorem - Calculus 3

    Double Integrals, Rectangular Regions, Fubini's Theorem - Calculus 3

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