can someone help please.
sure
good luck reading that one ...
*Drops anvil on "zoom in" button*
HI TREE!
"Which number line below shows the correct placements for the approximate values of \(\sqrt{27}\) and \(\large \frac{23}{5}\) hey there :)
sorry im not sure how to make it bigger.
Wow and I finally got it into the readable magnification. Thanks for letting me kill my mouse.
you guys don't have to be rude..
@tayloranne39493 as best as I could make it: http://prntscr.com/5u9b7k And no, that's just how Bibs and I interact xD
\(\Huge \color{blue}{\star^{ \star^{\star:)}}}\Huge \color{red}{\star^{ \star^{\star:)}}}\) nope we are not \(\huge\color{Green}{{\rm welcome}\rm~to~open~study!!!!}\) \(\Huge \color{blue}{\star^{ \star^{\star:)}}}\Huge \color{red}{\star^{ \star^{\star:)}}}\)
@bibby can you help please:)
*throws plastic medals like confetti into the air* WHEE!
Well first you convert both values into decimal form for easier reference. :)
that's better
So what values did you get?
im not sure how to do that. i have no clue how to do any of this. lol
to convert \(\large \frac{23}{5}\) to decimal, divide 23 by 5
4.6
convert \[\sqrt{27}\text{and}\frac{23}{5}\]to decimals.
\[\text{Okay so what is }\sqrt{27}?\]
5.1
Okay So place those values on a number line... and you have the answer :p
i think it is C :)
Technically the answer for the fraction is\[\frac{23}{5}\approx5.2\text{ due to the next value being a 9; it rounds up}\]
But yes you are right :)
c looks good
*tosses plastic medal at nearby oak*
lick me, I'm purple
no you're not, I am
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