Simplifying the expression

spacewater

Junior Member
Joined
Jul 10, 2009
Messages
67
problem
(8x3)+2x\displaystyle \sqrt{(8x^3)}+\sqrt{2x}
step
2(2x3)+2x\displaystyle 2\sqrt{(2x^3)}+\sqrt{2x}

shouldn't this be the final answer ? Can someone explain to me what i did wrong here?
 
spacewater said:
problem
(8x3)+2x\displaystyle \sqrt{(8x^3)}+\sqrt{2x}
step
2(2x3)+2x\displaystyle 2\sqrt{(2x^3)}+\sqrt{2x}

shouldn't this be the final answer ? Can someone explain to me what i did wrong here?

You were smart to realize that 8 = 4*2, and then you could pull the 4 outside the square root sign. Try doing the same with the x^3 term (i.e., break it up into x*x^2)
 
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