U-Substitution
Indefinite Integrals
Definite Integrals
Implicit Differentiation dy/dx
L’Hospital’s Rule
100

∫-2(√9-x2) dx

(2/3)(9-x2)3/2+c

100

∫(4x+3)dx

2x^2+3x+C

100

012xdx

1

100

3x^2+5y^2=-y+2

-6x/10y+1

100

Limx->2(x^3-8/x^2-4)

3

200

∫x(4x2+3)2dx

(1/32)(4x^2+3)^4+c

200

∫(4x2-8x+1)dx

(4x^3/3)-4x^2+x+C

200

273dx

15

200

y=4x^2+5y^3

8x/1-15y^2

200

Limx->0(sin5x/x)

5

300

∫(x2/(1+x3)2)dx

(-1/3)(1+x^3)^2+c

300

∫(9x2-4x+3)dx

3t^3-2t^2+x+C

300

-10(x-2)dx

-5/2

300

-2y+2=2x^3+3x^2

3x^2/1+3y

300

Limx->2(x^2-4x+4/x^3-12x+16)

1/4

400

∫tan4Øsec2ØdØ

tan^4Øsec^2Ø

400

∫(-1/5)sin u du

(1/5)cosu+C

400

25(-3x+4)dx

-39/2

400

4y^3=2x^3+3xy^3

2x^2+y^3/4y^2-3y^2x

400

Limx->pi/2(1-sinx/1+cos2x)

1/4

500

∫(sinØ/cos2Ø)dØ

cos^2Ø
500

∫(cscx cotx secx)dx

-cotx+C

500

0pi(1+sinx)dx

Pi+2

500

cos3y^2=4x+2

-2/sin(3y^2)3y

500

Limx->3(x-4/x-2)

-1