Definite/ Indefinite Integrals
Substitution
Natural Log (ln)
Law of Exponents (e)
Inverse Trigonometric Functions
100
∫ 2x dx
100
∫ x (√x^2) dx
100
Differentiate f(x) = ln(x)
100
Differentiate f(x)= e^x
100
Differentiate arcsin x
200
∫ dy
200
∫ x^3(1−2x^4)^3 dx
200
Differentiate y = ln (3x+5)
200
Differentiate y= e^ (3x+6)
200
Differentiate y = x^2 arcsin x
300
∫(3x^2 + 4x + 1) dx (Evaluated from 1 to 5.)
300
∫ 2t^2 √(1-4t^3) dt (Evaluated from -2 to 0)
300
∫ 1/x dx
300
∫ e^x dx
300
Differentiate f(x)= 2x + 10 arccos x
400
∫ 5 + 6/x^4 (Evaluated from 0 to 3)
400
∫ (1+w) (2w + w^2) dw (Evaluated from -1 to 5)
400
∫ 1/(8+x) dx
400
∫ e^(5x +1) dx
400
∫ 1/ (1+ x^2) dx
500
∫ (2x+3√x)dx (Evaluated from 4 to 9)
500
∫ 4/ (1+2x)^3 - 5/(1+2x) Evaluated from -2 to -6)
500
∫ 4t/ 2-(8t^2) dt (Evaluated from -5 to 5)
500
∫ x^2 e^ (4x^3 + 17) (Evaluated from -1 to 2)
500
∫ 1/ (49- x^2) dx
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