foxtrot

trekkie · **Posted:** April 19th, 2009, 3:38 pm

haha i like this one.

shane solve them for us

Attachment:

lft090419.gif

i'll help you off.
A 11.

i just showed shane this. he solved Q.
guess what he said

i used to get these types of things for homework
they were my favourite

^white AND nerdy!!

Adbot · **Posted:** April 19th, 2009, 3:38 pm

power crazy · **Posted:** April 19th, 2009, 3:55 pm

A=11
B=8
C=?
D=17
E=10
F=2
G=5
H=19
I=13
J=7
K=26
L=6
M=22
N=20
O=15
P=16
Q=?
R=9
S=23
T=12
U=-3
V=25
W=4
X=18
Y=21
Z=14

So after all that the final result is PAIGE FOX IS BAD AT MATH.
:lol:

Shane · **Posted:** April 19th, 2009, 4:15 pm

C = 1
sin(π/2) is radian for sin(90). Since sine starts at 0 and reaches a maximum at π/2.

http://en.wikipedia.org/wiki/File:Trigonometric_functions.svg

Q = 24
This is an integral, the reverse of a derivative. A derivative simply means rate of change at a certain point. An integral works in the reverse direction. So with this...

The integral of 9x^2 comes out to 3x^3 on [0, 2]. We know this is right because the derivative of 3x^3 is 9x^2. Put more simply:
[(3(2)^3 - 3(0)^3]

Which yields 24.

power crazy · **Posted:** April 20th, 2009, 2:49 pm

Shane wrote:

Q = 24
This is an integral, the reverse of a derivative. A derivative simply means rate of change at a certain point. An integral works in the reverse direction. So with this...

The integral of 9x^2 comes out to 3x^3 on [0, 2]. We know this is right because the derivative of 3x^3 is 9x^2. Put more simply:
[(3(2)^3 - 3(0)^3]

Which yields 24.

Oh cool, we haven't learned integrals yet. sounds interesting though. I think it may actually be our next unit in Algebra II

Earth · **Posted:** April 21st, 2009, 9:11 am

Shane wrote:

C = 1
sin(π/2) is radian for sin(90). Since sine starts at 0 and reaches a maximum at π/2.

http://en.wikipedia.org/wiki/File:Trigonometric_functions.svg

Q = 24
This is an integral, the reverse of a derivative. A derivative simply means rate of change at a certain point. An integral works in the reverse direction. So with this...

The integral of 9x^2 comes out to 3x^3 on [0, 2]. We know this is right because the derivative of 3x^3 is 9x^2. Put more simply:
[(3(2)^3 - 3(0)^3]

Which yields 24.

and you enjoy all of this?

Sam · **Posted:** April 22nd, 2009, 7:58 pm

Earth271072 wrote:

Shane wrote:

C = 1
sin(π/2) is radian for sin(90). Since sine starts at 0 and reaches a maximum at π/2.

http://en.wikipedia.org/wiki/File:Trigonometric_functions.svg

Q = 24
This is an integral, the reverse of a derivative. A derivative simply means rate of change at a certain point. An integral works in the reverse direction. So with this...

The integral of 9x^2 comes out to 3x^3 on [0, 2]. We know this is right because the derivative of 3x^3 is 9x^2. Put more simply:
[(3(2)^3 - 3(0)^3]

Which yields 24.

and you enjoy all of this?

Why wouldn't he?

Adbot · **Posted:** April 22nd, 2009, 7:58 pm