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If you aren't solving for x, and simply distributing,
3p^2x + 3px^2 + 6p^2x^2
lucasmedina10 is correct! Can you break it down to show me how you did it? Thanks
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polpak come back to my question
Just multiply the 3px by each of the terms in the sum:
\[3px (p + x + 2px)\]
\[=3px(p) + 3px(x) + 3px (2px)\]
\[=3p^2x + 3px^2 + (3\cdot 2)p^2x^2\]
\[=3p^2x + 3px^2 +6p^2x^2\]
oh sorry it was just an expression and need siplification
So, looking at (p + x + 2px) you can see there are three "parts" to the expression. 3px (p + x + 2px) is asking you to multiply each part by 3px and fitting it into a simplified expression. So first multiply 3px by p. Then multiply 3px by x, and lastly multiply 3px by 2px.
1. When you multiply 3px by p, you get 3p^2x
2. When you multiply 3px by x, you get 3px^2
3. When you multiply 3px by 2px, you get 6p^2x^2
Now put it all together by adding them! Since they are all positive, you can easily use plus signs.
That is how you get the answer 3p^2x + 3px^2 + 6p^2x^2.