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\[3^{3}-3(3)^{2}\]
@ganeshie8
What does \(3^2\) actually mean? Like, how would you write it out as multiplication?
Do you mean 3^3 or 3^2 because the problem states 3^3?
Well, either one. I'm trying to get you to think about exponents. :D
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wat is an exponent
Ok, so 3^2 is also known as 3*3 or three squared=9 And 3^3 is also known as 3*3*3 or three squred=27
ok now solve ur problem
Yeah, you've got it. So what is \(3 \times 3^2\), really?
Sorry the last exponent was supposed to be 3.
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\[3^{3}-3(3)^{3}\]
The question still is valid. What's \(3\times3^3\) actually mean?
I got the problem becuase I got confused that minus and minus=plus.
But thanks for helping:) I appreciate it.
Ok!
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