Calculus BC Integration
Calculus BC Derivatives
History
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100
int(x^2 * e^x) dx
Using integration by parts (uvduv)
e^x * (x^2 - 2x + 2) + C
100
Derive this:
f(x) = xx
f'(x)=x^x(ln(x)+1)
100
2024, WHS got something that changed Friday nights forever.
What is the WHS football stadium?
100
Whos the dude who lives in a toilet
100
What's my favorite color?
What is red?
200
int(cos(x)^3 * sin(x)) dx
-cos(x)^4 /4 + C
200
Find f''(x)
f(x)=ln(sqrt(1+x^2))
f''(x)=(1-x^2)/((1+x^2)^2)
200
In 2025, the newest way for wolverines to share the latest news, stories, etc.
What is the windy word?
200
What brain rot character is this
from 0 to t
∫ 3x² dx
200
This Devil Fruit allows its user to stretch their body like rubber, granting immunity to blunt attacks.
What is the Gomu Gomu no Mi (Rubber Fruit)?
300
int(x / sqrt(x^2 + 4)) dx
sqrt(x^2 + 4) + C
300
Find dy/dx
x^2+xy+y^2=7
dy/dx=(-(2x+y))/(x+2y)
300
In september 2024, an issue caused the 600 building to close.
What is the great 600 building toilet flood? (or something close to it)
300
What chemical spikes when Mr. Navarro gives a polar FRQ?
300
In 1928, Alexander Fleming discovered this, the first widely used antibiotic.
What is penicillin?
400
int(ln(x) / x^2) dx
-ln(x)/x + 1/x + C
400
Particles position:
s(t)=t/e^t
Find vmax & time when it is at vmax
t=2
v_max = -e^-2
400
What is the greatest achievement of the WHS football team.
What is 2 undefeated seasons back-to-back?
400
What is japan's latest technology in generating energy (found on public floors)?
What is Piezoelectric tiles?
400
What is the capital of Australia?
Where is Canberra?
500
Good luck 😬
int(sin(x)^3 / cos(x)^4) dx
1/(3*cos^3(x)) - 1/cos(x) + C
500
The upper bound of arctan(x) is
pi/2
500
In 1876, pieces of flesh mysteriously fell from the sky over Kentucky, baffling witnesses and inspiring bizarre theories about how it happened.
What is the Kentucky meat shower?
500
Who was the group leader in the TikTok rizz party?
Who is blue tie kid?
500
Who is Mr. Navarro's favorite one piece character
nico robin