Integrals
Power/Quotient Rule
Differentiation of Trig
Limits
Random Equations
100

∫(4x+4)dx

2x2+4x+C

100

y=3x4-7x2+67

yl=12x3-14x

100

sin(x)

cos(x)

100

 limx->∞ (5x2+26-3x)/42+10x2

1/2

100

d/dx ax

axlna

200

∫(4x3-5x2+4)dx

x4-5x3/3+4x+C

200

y=67x2-10x+11x-6

yl=134x+1

200

sec(x) 

sec(x)tan(x)

200

limx->∞ (10x2-10x+8)/100x+2x2

5

200

d/dx logax

1/xlna

300

∫4x6−2x3+7x−4 dx

4x7/7−x4/2+7x2/2−4x+C

300

y=(3x+x4)/(2x2+1)

yl=(4x5+4x3-6x2+3)/(2x2+1)2  

300

tan(x)

sec2(x)

300

limx->0 ((6+x)2−36)/x

12

300

d/dx au

auullna

400

∫(x2−1)(4+3x)dx

3x4/4+4x3/3−3x2/2−4x+C

400

y=(x-x2)/(1+8x2)

yl=(1-2x-8x2)/(1+8x2)2

400

Daily Double

tan(x)sec(x)

sec3(x)+sec(x)tan2(x)  

400

limx->2 (x3−7x2+10x)/(x2+x−6)

-6/5

400

d/dx arcsinx

1/sqrt(1-x2)

500

∫500000 dx

500000x+C

500

Daily Double

y=(1+2x+3x2)(5x+8x2−x3)

yl=(5+36x+90x2+88x3−15x4)

500

10tan(x)−2cot(x)

10sec2(x)+2csc2(x)

500

limx->-1 (2x2-2)/(x+1)

-4

500

d/dx arctan(x)

1/1+x2

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