Robert

I m working on a report about multicultural therapy and theory and i am supposed to talk about people that helped pave the way for multicultural therapy but i have a having a hard time. It seems to be a fairly new topic and its like Freud had anything to say about this. can anyone offer me some direction?

thanks.

i basically have to write a five to eight page paper on who i am. This is a bit out of my realm. I'm used to just writing up lab reports...

can anyone offer some advice on how to start such a paper?

ive been doing some reading about satan. and from what ive gathered he doesnt hold dominion over hell. but he is in hell suffering like everyone else there.

if thats it the case then why or how does he influence the actions of man when he is condemned to hell?

any citations of scripture would be great.

can someone give me some movies that are about an alien artifact is returned to earth and it causes all kind of death and destruction.

or where an alien life sample is returned to earth and all kinds of mess comes from it.

not so much about alien invasion though. but samples returned.

does |+z><+z| = 1?

I just recently purchased a mbp and I'm having issues connecting to the wifi here at work.

Normally what happens on my iPhone and every Windows computer here is you connect, open a browser and you're redirected to a login page that asks for a password.

But my mbp isn't redirecting me. It's only saying that I have no internet connection.

Any tips?

I mentioned to a computer engineer friend of mine that I was considering buying a new lap top because mine was showing signs of age. Current one is about 4 years old.

He suggested that I just replace the the hard drive with an ssd hard drive and just keep using mine. He said it'll run like new with a new hard drive.

Any advice. I'm not looking forward to spending 500$ on a new laptop.

express the vector x = [2 1 1] in terms of the following basis vectors

x1 = [1 1 1], x2 = [1 0 -1], x3 = [0 -1 2].

im not sure what to do here. the instruct went over it but it still doesnt make too much to me.

any help is appreciated.

Prove that if three 3-vectors are linearly dependent, then they lie in a

plane.

isnt this kind of intuitive because a 3 vector has three varibles, say x,y and z. so doesnt it have to lie in a plane because of that?

Consider the vector field F(r) = Φ^

Calculate ∫ F⋅dl where C is a circle of radius R (oriented counterclockwise) in the xy-plane centered on the origin.

im guessing i should convert Φ^ into terms of x^ and y^ which equals -sinΦx^ + cosΦy^.

but i dont know what dl should equal. any advice would be very helpful.

would the cross product of zhat cross r vector be.

i think it would be

x^(-y) + y^(x) + z^

is that right?

im trying to find the cross product to (Z)x(Xx+Yy+Zz)

X is xhat

Y is yhat

Z is zhat.

if i have a reading of, say, 100 volts. how to do calculate was my uncertainty is.

i know there is a method of say its 1/2 the smallest unit you can measure or something like that. can someone please offer some advice?

Establish the domain of analyticity of each function f and then apply the

Cauchy-Goursat theorem to show that the integral of f(z)dz = 0 over the contour C when C is the unit circle |z| = 1 oriented counterclockwise

f(z) = sech z

sechz = 2e^z/(1 + e^(2z)

so far i have solved for z

1/2 (ln(1) + 2nPI)

but how do i know that isnt on or in the contour (the unit cricle)

thank you!

Let C be a simple closed contour described in the positive sense and g be

defined as

g(z) = integral of (s^3 +2s)/(s-z)^3 ds

Show why g(z) = 6PIiz when z is inside C and that g(z) = 0 otherwise.

so far i have (z^3+2z)2PIi because of he cauchy representation.

how to get that to equal 6PIiz is beyond me.

any advice would be appreciated. thank you.

find the value of z for

e^z = 1 + i(sqrt3)

we did an example in class where e^z = 2.

and the solution was ln(2) + i(pi +2npi)

this example doesnt tell me what to do if there is an imaginary number in the starting equation. thanks.

E21 subtracts row 1 from row 2 and then P23 exchanges rows 2 and 3. What matrix M = P23E21 does both steps at once.

Some help please. My instructor is no help. I am basically teaching myself this class.

(x+iy)(x+iy) +x+iy+1 =0

i is the imaginary number.

I'm pretty stuck here. I've been working on it for a few hours now.

im asked to prove the sqrt2|z| greater than or equal to |Rez| + |Imz|

is that statement always true? im working on a complex conjugate proof and its true that x is greater than or eqaul to y then im done with the problem.

thanks.