(3p^-3 q^-1)^2 x (-4p^3 q^-2)^2 = ?

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Homework Help Overview

The problem involves simplifying the expression (3p^-3 q^-1)^2 x (-4p^3 q^-2)^2, with a request to leave the answer in positive indices.

Discussion Character

  • Exploratory, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the simplification of the expression, with one participant providing an initial attempt at the solution and questioning its correctness. Others confirm the approach and suggest alternative methods for simplification.

Discussion Status

The discussion appears to be productive, with participants affirming the correctness of the initial attempt and offering insights into different ways to approach the simplification. There is no explicit consensus on a single method, but guidance has been provided regarding the multiplication of squared expressions.

Contextual Notes

Participants express uncertainty about notation and the use of formatting tools, indicating a potential barrier to clear communication of mathematical expressions.

Mphisto
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Homework Statement


(3p^-3 q^-1)^2 x (-4p^3 q^-2)^2 = ?
Leave answer in positive indices


Homework Equations





The Attempt at a Solution


(3p^-3 q^-1)^2 x (-4p^3 q^-2)^2 = (9p^-6 q^-2)(16p^6 q^-4)
= 144q^-6
= 144/q^6

Is my answer correct or I am missing a concept? Thank you for taking the time to read.
 
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Is this what you need to simplify?

[tex](3p^{-3}q^{-1})^2(-4p^3q^{-2})^2[/tex]
 
Bread18 said:
Is this what you need to simplify?

[tex](3p^{-3}q^{-1})^2(-4p^3q^{-2})^2[/tex]

Yeah, sorry. I don't know how to use that tex thingy
 
looks good Mphisto.

The question actually multiplies two squared expressions together, so if you wanted to you could take everything under a common squaring operation to simplify and square at the end. But your working is fine too.
 
Then that looks good!
 
Joffan said:
looks good Mphisto.

The question actually multiplies two squared expressions together, so if you wanted to you could take everything under a common squaring operation to simplify and square at the end. But your working is fine too.

Bread18 said:
Then that looks good!

Thanks for taking the time to check my answer, thank you! =)
 

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