Antiderivatives
Indefinite Integrals
Inverse Trig
100
dy/dx = -9/x^4
y = 3/x^3 + C
100
∫ (x+3)dx
(x^2)/2 + 3x + C
100
Solve. arcsin(-1/2)
-π/6
200
FREE POINTS
BONUS 200 POINTS
200
∫ x^2/3 dx
3/5x^5/3 + C
200
∫1/(16+x^2)dx
1/4arctan(x/4) + C
300
dy/dt = 3t^2
y = t^3 + C
300
∫ (2sinx + 3cosx)dx
-2cosx + 3sinx + C
300
∫ 1/(1-(x+1)^2)dx
arcsin(x+1) + C
400
dy/dx = x^3/2
y = 2/5x^5/2 + C
400
∫ (1 - cscxcotx)dx
x + cscx + C
400
Solve. arctan(3^1/2)
π/3
500
dy/dx = 1/(x(x^1/2)) Rewrite: Integrate: Simplify: Show all steps.
y = -2/x^1/2
500
∫ (x^2 + x + 1) / (x^1/2)dx
2/5x^5/2 + 2/3x^3/2 + 2x^1/2 + C
500
Differentiate. y = arcsin3x / x
Write on board.
Continue
ESC
Reveal Correct Response
Spacebar
M
e
n
u
Team 1
0
+
-
Calculus Review
No teams
1 team
2 teams
3 teams
4 teams
5 teams
6 teams
7 teams
8 teams
9 teams
10 teams
Custom
Press
F11
Select menu option
View > Enter Fullscreen
for full-screen mode
Edit
•
Print
•
Download
•
Embed
•
Share
JeopardyLabs