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August 4th, 2013, 09:14 PM  #1 
Newbie Joined: Aug 2013 Posts: 5 Thanks: 0  Please Help Me Simplify This
I don't understand a word of it. Also, I apologize if this is in the wrong section. You know that there is an invisible 2 within every square root. Which is why an exponent let's say...x^2 is canceled out when squared. ? x^2 = x However, when there is a value greater than two the index is shown. Both sections of the problem is a cubed root which is why the 3 is there. [color=#FF0000]3^ ? 54xy^3  y 3^ ? 128x [/color] 3 is the index of the root, making it a cubed root. Yes, the 3 at the start of the problem is effecting the entire problem. The other 3 in the first section of the problem is an exponent of y. Brackets aren't needed for this problem if they were there they would confuse you even more. This problem comes straight out of my text book. I've been told the steps are as follows. 3^ ? 54xy^3  y 3^ ? 128x = 3^ ? (27*2)xy^3  y 3^ ? (27*4)x = 3y 3^ ? 2x  3y 3^ ? 4x [color=#0000FF]= 3y (3^ ? 2x  3^ ? 4x)[/color] Is the last equation correct? Or is it something else? Please help, I need the answer. 
August 4th, 2013, 09:47 PM  #2 
Newbie Joined: Aug 2013 Posts: 5 Thanks: 0  Re: Please Help Me Simplify This
Okay, now I am being told this is the correct answer. ?(54xy^3)  y?(128x) =?(27*2xy^3)  y?(64*2x) =3y?(2x)  4y?(2x) [color=#0000FF]=y?(2x)[/color] Can anyone verify please? 
August 5th, 2013, 04:49 AM  #3 
Global Moderator Joined: Oct 2008 From: London, Ontario, Canada  The Forest City Posts: 7,821 Thanks: 1047 Math Focus: Elementary mathematics and beyond  Re: Please Help Me Simplify This
That is correct.


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