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Simplify. Remember to use absolute-value notation when necessary. If a root cannot be simplified, state this. 12square root (-10)^12=
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\[\Large 12\sqrt{-10^{12}} \quad ???\]
or ...\[\Large \sqrt[12]{-10^{12}}\]
ahhh... I mean in bracket like thiss... \[\Large 12\sqrt{(-10)^{12}}\]
??
yes. Now I don't understand how to simplify this
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Yes which one ?? .. (I'm kreshnik :D\[\Large 12\sqrt{(-10)^{12}} \quad ???\])
The last one you just posted
... Remember that ... you can rewrite it like..\[\Large 12\sqrt{(-10)^{12}}=12\sqrt{10^{12}}=12\cdot 10^{\frac{12}{2}}\] Now you have...\[\Large 12\cdot 10^{6}\] Use calculator if you want an exact number !!
12 million
whoaa... hahaha LOL
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Now I'm kreshnik xD :P
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