Limit of a Function
Implicit Differentiation
Chain Rule
Finding Volume
(pick carefully...it may make you happy or salty)
Product and Quotient Rule
100
lim x>-2 ((1/x)+(1/2))/(x^3+8)
-1/48
100
2y^3+4x^2-y=x^6
(6x^5-8x)/(6y^2-1)
100
f(x)=(6x^2+7x)^4
4(12x+7)(6x^2+7x)^3
100
Que pasa?
Add 20(times however many people on your team) points to your team's score. :D
100
(4t^2-t)(t^3-8t^2+12)
20t^4-132t^3+24t^2+96t-12
200
lim x>3 (5x^2-8x-13)/x^2-5
2
200
7y^2+sin(3x)=12-y^4
(-3cos(3x))/(14y+4y^3)
200
(4t^2-3t+2)^-2
-2(8t-3)(4t^2-3t+2)^-3
200
GOTEEE
Subtract 20(however many people on your team) points from your team's score. Sorry :'(
200
(1+2z+3z^2)(5z+8z^2-z^3)
5+36z+90z^2+88z^3-15z^4
300
lim x>2 (3x^2-x-10)/(x^2-4)
11/4
300
e^x-sin(y)=x
(e^x-1)sec(y)
300
(1-8z)^1/3
-8/3(1-8z)^(-2/3)
300
Rotate the region bounded by sq root (x), y=3 and the y-axis about the y-axis.
(243/5)π
300
6x^2/(2-x)
(24x-6x^2)/(2-x)^2
400
lim x>3 (x^4-81)/(2x^2-5x-3)
108/7
400
cos(x^2+2y)+xe^(y^2)=1
(2xsin(x^2+2y)-e^(y^2))/(2yxe^(y^2)-2sin(x^2+2y))
400
csc(7w)
-7csc(7w)cot(7w)
400
Rotate the region bounded by y=7-x^2,x=-2 , x=2 and the x-axis about the x-axis.
(2012/15)π
400
3w+w^4/(2w^2+1)
4w^5+4w^3-6w^2+3/(2w^2+1)^2
500
lim x>4 (3-sqr(x+5))/(x-4)
-1/6
500
tan(x^(2)y^(4))=3x+y^2
(3-2xy^4(sec^2(x^2y^4))/4x^(2)y^(3)(sec^2(x^2y^4))-2y))
500
2sin(3x+tanx)
2(3+((secx)^2)(cos(3x+tanx))
500
Rotate the region bounded by x=y^2-6y+10 and x=5 about the y-axis.
(1088/15)π
500
(sqr(x)+2x)/(7x-4x^2)
((1/2x^(-1/2)+2)(7x-4x^2)-(x^(1/2)+2x)(7-8x))/(7x-4x^2)^2
M
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