4.One of your friends sends you an email asking you to explain how all of the following expressions have the same answer. 3 sqwrt x^3 x^1/3*x^1/3*x^1/3 1/x^-1 11sqwrt x^5*x^4*x^2 Compose an email back assisting your friend and highlight the names of the properties of exponents when you use them.
\[3\sqrt{x ^{3}} \] \[x \frac{ 1 }{ 3 }*x \frac{ 1 }{ 3 }*x \frac{ 1 }{ 3}\] \[\frac{ 1 }{ x^{-1} }\] \[11\sqrt{x ^{5}}*x ^{4}*x ^{2}\]
Compose an email back assisting your friend and highlight the names of the properties of exponents when you use them.
\[x^(2/3)\] \[x^(1/3+1/3+1/3)=x^1\] \[1/x^-1=x^1\] \[x^((5/11)+4+2)=x^((5+44+22)/11)=x^(71/11)\]
sorry first one is x^1
Wow. Thank you so much!
but 4th one is not x^1
hmm that's werid... I might have made a mistake it looks like this: \[^{11}\]
like little 11 then squrt, not big 11, if that makes scense
What do they mean when they say highlight the names of the properties of exponents
?
its \[\sqrt[11]{x^5*x^4*x^2}=x^1\]
oh cool! so I messed up lol...What do they mean when they say highlight the names of the properties of exponents?
http://www.rock.uwc.edu/academics/tutoring/lsc/handouts/Properties%20of%20Exponents.pdf
Yeah!!! Thank you for all your help ^-^
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