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/sci/ - Science & Math


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File: 19 KB, 635x432, fuckingcalc.png [View same] [iqdb] [saucenao] [google]
[ERROR] No.3725603 [Reply] [Original]

halp. just this 1 problem, I sware

>> No.3725605

>>3725603
Thats what they all say. Until they get addicted, and become codependent, and start to bleed you fucking dry cause they can't into themselves.

>> No.3725608

>>3725605
I just need to know how to simply this. I have it set up right, but I guess I have to times root x into that 4x I guess.

>> No.3725616

>>3725603

g(x) gets substituted for what f(x) is. Since f(x) is sqrt(x), {f[g(x)]} is sqrt(4x - 3).

Unless I'm backwards. Been a while since I've done those.

>> No.3725622

>>3725616
Ill try out sqrt(4x - 3). what it is is (f*g)x = f(x)*g(x)

>> No.3725626

>>3725608
right right, you're just another in a long line of /sci/ addicts who'll take and take and never give. You need to quit cold turkey. Sure the withdrawl will be tough, but if you don't stop now, in 5 years you'll be nothing but another welfare queen.

>> No.3725630
File: 16 KB, 651x372, fucksci.png [View same] [iqdb] [saucenao] [google]
[ERROR]

fuck my life

>> No.3725645

think of it like this...

The notation is saying f of g of x
g is a function of x
f is a function of g

now sub g(x) (the while function) inside the f(x), see how easy that was??
No integrating over the complex plane or anything!

>> No.3725652

>>3725645

or not your suppose to multiply the functions, DOHOHOHO

>> No.3725654

>>3725630
>sci getting high school math wrong

Typical.

>> No.3725655

aw shit I see what I did wrong now. I was thinking to hard. I was thinking since x was being square rooted I had to do some special shit to it. its just another fucking variable.

>>3725645
ill stick to (f*g)x = f(x)*g(x)

>> No.3725667

>>3725630

Ah Christ... I read it as a function composition.

Sorry mate. I'm getting all kinds of basic shit wrong tonight...

>> No.3725934

The question asks for the domain as well.

The is the set of x values that are allowed.

Note that the sqrt function can't take a negative, so the domain of (f*g)(x) is {x:x>=0}. (The answer is wrong in the figure without brackets.)

A related question asks for the domain of (f(g(x)). In this case 4x-3>=0, so the domain is {x : x>=3/4}.