That truck's loaded for max weight. And the driver's armed. It's a battering
ram. - Go now. - What? He's not hitting the police. Body armour, AR-15s. I
make seven hostiles. I make five. Sam. Four. Rumlow's on the third floor.
Wanda, just like we practised
CAPTAIN AMERICA
CIVIL WAR
-1991-
Longing, Rusted, Seventeen, Daybreak, Furnace, Nine, Benign, Homecoming, One,
Fright car.
Good morning, Soldier.
(Bucky Barnes) Ready to comply.
I have a mission for you. Sanction and extract no witnesses.
Well done soldie
Synchronous Collaboration
Step 1: Attend a Live Collaboration Session.
(Check the announcement page OR ask your teacher WHEN the next
collaboration session will be held.)
Step 2: PARTICIPATE during the online Session!
(Use the microphone, write on the sli
01.04 Shaiel Canada
The Reefs by Marcella Morris
Setting: The setting of the story is in a science lab in New York.
Protagonist: The protagonist is Sophie.
Rising action: The rising action in the story was when it said,
Something shifted inside her.
Clima
1. Describe the activities you participated in yesterday (for example, walked my dog,
washed my mother's car). Were you active for more than 60 minutes?
2. Explain why each of the activities you participated in can be considered moderate or
vigorous.
3. D
One and Two Sample Assignment
For these investigations, write a report that includes all the relevant information asked for the
analyses. Assume you are writing to someone with knowledge of statistics. Your report should
be able to be read on its own with
Simple Linear Regression Assumptions/Transformations:
1. Linearity the scatterplot indicated a straight line relationship
a. Line may be curved
b. May have outliers or influential observations points may not really belong to
your population.
2. Constant V
1 Area under a curve
n
i=1 c = cn
n
+1)
i = n(n2
i=1
n
i2 = n(n+1)(2n+1)
i=1
6
Theorem 1.1
1.
2.
3.
Proof. The proof is by induction. We show that the result holds
for a base case, and then given that the result holds for n that
it must hold for n + 1.
Co
Board Problems from 2/7/06
1.
> Int(cos(exp(3*x)*exp(3*x),x=0.Pi);
(3 x)
(3 x)
cos( e
dx
)e
0
(3 x)
(3 x)
Let u = e
then du = 3 e
dx.
> 1/3*Int(cos(u),u=1.exp(3*Pi)=1/3*int(cos(u),u=1.exp(3*Pi);
e
1
3
1
(3 )
1
1
(3 )
)
cos( u ) du = sin( 1 ) + sin( e
3
3
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