Fear mongering at its best: This was a mailer sent out against my Texas State Rep who has fought to end the TSA

monkeysniffer08 · 6 days

That's what I thought! I'm in Harleton, btw.

toastercactus · 7 days

http://baseballjournal.com/soxspace/blog/

Johnkevi · 10 days

Sal and Richard prank call entitled "Jizz Stains"

Nordvargr · 13 days

Holy hell, I was on your team during this match playing Pyro. Sac77. That's incredible.

BalooDP · 20 days

Chris Davis grew up 20 minutes away from me and had to change high schools in order to start on the baseball team. Here he is now striking out 5 times and becoming the winning pitcher in the same game. AND tearing Aaron Cook's leg up the day before. All in a series. Absolutely stunning to see.

DrunkenD · 25 days

You guys know what he means. Obviously these girls lead a life of debauchery and only use religion as a crutch to get more likes on Facebook statuses. Really not hard to see these girls left and right. Not even being cynical.

dubsac012 · 26 days

Thanks Paul. I really appreciated the help.

dubsac012 · 26 days

Sorry for the wait between replies. I passed out early last night.

On 20, I've expanded it to ln x^1/3 - ln y^1/3

On 21, I've expanded it to log_7 x² - log_7 y²

Thanks man!

Actually, 1/3 ln x- 1/3 ln y and 2 log_7x- 2 log_7y

dubsac012 · 27 days

Ah, sorry about the parentheses. I should have been thinking in terms of how I'd input it in a calculator.

I see what you did on 27, using log_b(xa) = a log_b(x). I guess that just didn't phase me.

On 28 I was trying to divide out x^2- 4 and x-2, but now i'm seeing all i had to do was change it using the same principle I've been using, lol.

I really do appreciate the help, man.

I guess, since the other page isn't loading, could you explain how I'd "Use the properties of logarithms to expand the expression as a sum, difference, and/or constant multiple of logarithms" on questions 20 and 21. 20. ln cube root(x/y) 21. log_b(7)(x/y)²

Edit: Also, how do you get out of superscripts when doing powers? e.g. x^2-4 when I want to put x² -4

dubsac012 · 27 days

Can you not read the top page? Or is it not loading? Either case

Thanks for the help. I have sort of a grasp on the subject, but I really needed these rules written out like you did.

Using that, I see that 24 and 25 need to be solved with just division and multiplication. I ended up with log_e(3.3375) and log 2.

On 26, I used log_b(x^a) = a log_b(x) to change 2 log_b(2)(x-16) to log_b(x-16)^2. I'm unsure if I should continue it to log_b(x² -32x+256) or if I'm missing another step altogether.

On 27, using order of operations, i have (I think) log(x)/3 log(y)+4 log(z). If I multiply 4 log(z) by 3 log(y) I get log(x)+12 log(zy), then multiplying by log(x), 12 log(zyx). Is that correct?

On 28, I start with 2 log_e(x² -4/x-2) which turns into 2 log_e(x/-6). I'm not sure if I should continue due to e being there, but using log_b(xa) = a log_b(x), I ended up with log_b(x/-6)^2. I doubt that's right, but natural logs confuse me. I don't think our teacher has actually taught us that e has a value yet, let alone getting us to remember the number.

dubsac012 · 27 days

I've written on #s 11,12,15,16,17,22, and 23 in case it's hard to differentiate between my teacher's handwriting and my own.

advillious · 28 days

Never thought I'd see someone I know on Reddit.

NFL_Mod · 1 month

Wait. Wait. WAIT. What the hell's defense?

NFL_Mod · 1 month

http://i.imgur.com/FSHXA.gif

dubsac012

TROPHY CASE

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