I want to be able to 720 and + the math on the SAT, can you give me a problem that I can't do in about 1 minute? (No links, please)
first of all that's great..hmm let me see.... Let the function \(f\) be defined by \(f(x)=x^2+18\). If \(m\) is a positive number such that \(f(2m)=2f(m)\). What is the value of \(m\)? ^ Solve that :P
Can you explain this one to me? (Anyone?)
HELP!
its an SAT question :P that's all that is given
Can you help me? I forgot how to do this?
well I guess here's a problem that ya can't do in 1 minute- mission accomplished ^_^ anyhow, just use the model of x; m is just a value within the function, this problem is basically just reasoning
I wasn't trying to brag, dude! I just need to be able to do all of the SAT problems....
lol nooo well here let me help you with this one. what is 18 divided by 2?
Really? Lets see huuuum! 9 right? I am really not sure (...don't mock me please, this website is not for that)
don't overthink it :P no seriously, I'm not trying to! this problem has very complicated structure for sure! but the answer is pretty easy to come across to
and the square root of 9 is...
I am joking, .... although you do look like u are....
sorry >.<
but \(\sqrt{9}\) is ...
3 OK, dude! I said SAT "Problem" they don't ask that on the SAT! Although they could ask sq root of 9 +4, simplify, or something along these lines....
....and 3 is literally your answer!!! you just have to know what to plug in and whatnot, and after that its really simple operations
they DO ask these questions on the SAT! its problem number 18 , section 2 of the SAT. Page 891 in the official SAT guide. Need I say more? :P
OK you know that I could.... can you ask something harder, and explain how to do it, if I seem to be an able to do it?
unable... i meant
well that question I just asked was categorized as Super Hard in the book, its wording is meant to confuse you. That's the evils of the SAT . so uhm okay lets see.. In the figure below, the perimeter of the triangle is \(4+2\sqrt{2}\). what is the value of x?|dw:1381925292540:dw| Choices: a.) 2 b.) 4 c.) \(\sqrt{2}\) d.) \(2\sqrt{2}\) e.) \(2+\sqrt{2}\)
45-45-90 triangle?
then 2
the brolem doesn't state it explicitly
|dw:1382011814284:dw|
*problem* but yes indeed......good job, and good assumption lol
x and x are equal and the perimiter is 4 plus 2 tims sq root of 2...
if you want i can share some more later, but right now I have to run, so seeya :P
Not assumtion, reading
More problems?
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