Unit Circle
Inverse Trig Derivatives
Trig Derivatives
Integrals
Geometric Formulas
100

cos(x)= √3)/2

pi/6

100

f'(sin-1(x))= ?

1/√1-x2

100
f'(cos(x))= ?

-sin(x)

100

∫(cos(x))dx = ?

sin(x) + C

100

Area of a Circle

pi(r)2

200

sin(x)=√3)/2

pi/3

200

f'(cos-1(x))= ?

-1/√1-x2

200

f'(sin(x))= ?

cos(x)

200

∫(sin(x))dx = ?

-cos(x) + C

200

Perimeter of a Square

2L + 2W

300

tan(x)=1

pi/4

300

f'(tan-1(x))= ?

1/(1+x2)

300

f'(cot(x))= ?

-csc2(x)

300

∫(sec(x)(tan(x)))dx = ?

sec(x) + C

300

Volume of a Sphere

(4/3)pi(r)3

400
sin(x)=-1/2

11pi/6

400

f'(sec-1(x))= ?

1/(lxl√x2-1)

400

f'(sec(x))= ?

sec(x)tan(x)

400

∫(1/(1+x2))dx = ?

tan(x) + C

400

Area of a Trapezoid 

h((a+b)/2)

500

tan(x)=1/√3

7pi/6

500

f'(csc-1(x))= ?

-1/(lxl√x2-1)

500

f'(csc(x))=?

-csc(x)cot(x)

500

∫(1/(lxl√x2-1))dx = ?

sec(x) + C

500

SA of a Cylinder

2pi(r)h + 2pi(r)2

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