Limits
Derivatives at a Point
Derivative
The slope of a slope of a slope????
Tangent lines
Final Jeopardy
100

lim_{x \rightarrow 0) \frac{x^2}{x-1}

What is 0?

100

What is f'(0) for 

arcsin(x^2)

what is 0

100

sin(x)

cos(x)

100

f"(x) for x

0

100

f(x)=x+1

(0,1)

y-1=x

200

lim_{x rightarrow ∞} frac{x-x^3x^2+x^3}{x^6}

What is 0?

200

What is g'(

pi/2

) for g(x)= sin(cos(x))

What is -1

200

ln(2x)

1/x

200

sin(x)

-sin(x)

200

f(x)=x^2

(2,4

y-4=4(x-2)

300

lim_{x rightarrow -2} frac{x+2}{x^2-4}

What is

frac {-1}{4}

300

f'(2) f(x)=sqrt(3x^3-2x^2-sin(x)

what is 

frac{28-cos(2)}{2sqrt(16-sin(2))

300

sin(ln(ex))

cos(x)

300

e^(x+2)

e^(x+2)

300

f(x)=

x^2+3x-5

x=1

y=5x-6

400

lim_{x rightarrow 0} frac{1}{x}

What is DNE?

400

e^{x^3}cos(3x)-ln(x)

f'(1) 

What is 

3ecos(3)-3esin(3)-1

400

ln(x)/x

frac {1-ln(x)}{x^2}

400

tan(x)

2sec(x)^2tan(x)

400

f(x)=sin(x2)+ln(x)


x=e

y−(1+sin(e2))=(2ecos(e2)+1/e)(x−e).

500

lim_{x rightarrow 0^+} x*ln(x)

What is 0

500

f'(1) at arcsin(artan(x))

1/{2 sqrt (1- pi^2/16)

500

sin(arcsin(ln(e^x)))

what is 1

500

e^{x^3}

e^{x^3}(6x+9x^4)

500

Find the equation of the tangent line to the curve defined by

x=

pi

f(x)=arctan(x)

y= frac{1}{1+pi^2}(x-pi)+arctan(pi)

500

Finish This Meow Meow Meow

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