algebra help
this would be the concept of √3 * √3 = 3 √5 * √5 = 5 √11 * √11 = 11 get the jist?
yeah I see it.
so to simplify \[\frac{ 5 }{ \sqrt{11} }\] multiply top and bottom by √11 so \[\frac{ 5 }{ \sqrt{11} } * \frac{ \sqrt{11} }{ \sqrt{11} } = \frac{ 5\sqrt{11} }{ 11 }\]
yep :)
#2 would not be D....
multiply top and bottom by (3 + √2) \[\frac{ 9(3+√2) }{ (3-√2)(3+√2) } = \] then distribute the top and foil the bottom
yep :)
Correct! :)
it's not A or B... 3√50 * √22 is like 3 * √(50*22)
3 * √(50*22) = 3*√1100 = 3*√100 * √11 = 3*10 * √11
So then D.
yep :)
I think #5 might be C.
C would be correct! :)
correct :)
if they just want you to put it into word then yeah :) but if they actually want you to simplify it, you might have to do something more with that.
well if they want something other than √27 * √12 then √27 * √12 = √(27*12) = √324 = √4 * √81 = 2 * 9 = 18
i suppose so.
other way around for the answers :P idk ALL of my perfect squares so http://www.miniwebtool.com/square-numbers-list/?to=1000 from there you can see that the squared numbers Do alternate between even and odd and then if you look down enough, the square root of 1089 is 33 and 33 is not a prime number
yep :)
Yay! Thank you! Are you still available to help? I still have to complete questions that are similar to what you've helped with before. You'll remember when you see them.
I still have 2 hours ;)
bleh, you're starting to learn stuff now that I'm starting to really not remember >,< intervals between y's as x goes up 1 1, 3, 5, 9 which would mean that it is a parabola (ie x^2 equation) when x = 0 , y=0 so it represents the parent function y = x^2 so when x = 10 y = (10)^2
it you don't understand it this way, I can explain it another way if you'd like
sure I'll see it the other way
it would kinda be a longer version of the previous idea y goes up like 0 , 1, 4, 9 |dw:1385426780256:dw| see how that works? so if you continue it that way....
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