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3√(2x)+x√(8x)-5√(18x)
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show all work.
\[ \large 3\sqrt{2x}+x\sqrt{8x}-5\sqrt{18x} \]
-12√2x+2x√2x
first \[ \large \sqrt{8x}=\sqrt{2\cdot4x}=2\sqrt{2x} \]
\[ \large \sqrt{18x}=\sqrt{2\cdot9x}=3\sqrt{2x} \]
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okay what's next?
plug in the main expresion.
\[ \large 3\sqrt{2x}+x\sqrt{8x}-5\sqrt{18x}= \] \[ \large 3\sqrt{2x}+x[2\sqrt{2x}]-5[3\sqrt{2x}]= 3\sqrt{2x}+2x\sqrt{2x}-15\sqrt{2x} \]
now add/substract like terms
ohh.....okay thanks
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u r welcome
is that it or am i missing something?
what did u get?
\[12\sqrt{2x}+2x \sqrt{2x}\]
oh. ha nvm i got it.
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\[ \large =-12\sqrt{2x}+2x\sqrt{2x}=(2x-12)\sqrt{2x} \]
ohhh.
Which would be my answer. That's the final one without all the work. :p
lol yeaa
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