Which calculation can be used to find the value of p in the equation p3 = 8?
That depends on what you mean. If it is \(p^{3}\) it's one thing. If you mean \(p\cdot 3\), it's another.
Yes it's the first one p^3
It will be p= cube root of 8 It's very easy
\(\LARGE\color{black}{ \displaystyle x^\color{blue}{\rm n} =\color{#996633}{\rm a }}\) \(\LARGE\color{black}{ \displaystyle x=\sqrt[\color{blue}{\rm n} ]{\color{#996633}{\rm a }}}\) whether the \(\sqrt{\color{white}{\LARGE I}}\) will have a \(\pm\) in front of it, will depend on whether "n" is even or odd.
@SolomonZelman there won't be +- sign in this case as we all know cube root of 8 is positive
As if I said, it will definitely be positive .... (?)
or neg...
I'm trying to post the answers but i'm new so i'm having trouble.
\[p=\sqrt[3]{8}\]
\[p=3 \times \sqrt{8}\]
p=2\[p=2\times \sqrt{8}\]
\[p=\sqrt{8}\]
@Samirah16 I didn't get ur reply. why did u write wrong answers?
I was trying to write the answers
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