Simplified Notation for 2.45/2.5x10^17m^-2: Understanding Correct Form

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Homework Help Overview

The discussion revolves around expressing a mathematical answer in simplified notation, specifically focusing on the expression 2.45/2.5x10^17m^-2, which involves units of meters.

Discussion Character

  • Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants are exploring how to correctly format the given expression and questioning the operations involved with exponents. There is also a consideration of the placement of units within the expression.

Discussion Status

The discussion is active, with participants providing different interpretations of the expression and questioning the correct mathematical operations. Some guidance is being offered regarding the structure of the expression, but no consensus has been reached.

Contextual Notes

There is a focus on ensuring the correct representation of units and the handling of exponents, with participants expressing uncertainty about the correct simplified form.

you_of_eh
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I am having a bit of trouble expressing me answer in the correct simplified form.

The answer is... 2.45/2.5x10^17m^-2 (m is meters)

-what is the correct form to express this answer?
 
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Is this what it looks like?
\frac{2.45}{2.5x10^{17} m^{-2}}
 
Do you mean:

\frac {2.41} {2.5 x 10^{17}} m^{-2}

or

\frac {2.41} {2.5 x 10^{17} m^{-2}}


What do you know about operations with exponents?
 
Integral - it is the second one you have described.

-I'm thinking that it would just be 2.45*2.5*10^17m^2 ?

..and then I would solve
 

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