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(non)fractional Negative Exponents |
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| Mar8-06, 05:40 PM | #1 |
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(non)fractional Negative Exponents
We got thirty questions dealing with zero and negative exponents, but I'm having trouble with the negative exponent questions.
An example of this is: a^3b-2/3^-1a^4b^-3 (-3x^-2y^3/3^-3x^4y^8)^-2 Sorry if these two examples look messy I don't know how to write it out like people write equations on this site. |
| Mar8-06, 05:42 PM | #2 |
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You could still use parentheses correctly. And spaces are terrific for readability. E.G. I think you meant to write:
a^3 b^-2 / (3^-1 a^4 b^-3) for the first one. |
| Mar8-06, 05:45 PM | #3 |
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Thanks for the tip Hurkyl. Do you have any ideas on how to solve them?
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| Mar8-06, 06:35 PM | #4 |
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(non)fractional Negative Exponents
You should know (and remember) these relations when dealing with exponents:
[tex]x^{a}x^{b}=x^{a+b}[/tex] and [tex]\frac{x^{a}}{x^{b}}=x^{a-b}[/tex]. And, of course, [tex]x^{a}y^{b}\neq xy^{a+b}[/tex] and the same for the fractions. Hint: If you click on the LaTeX images above you can see the code and learn how to use it in this forum. |
| Mar8-06, 06:39 PM | #5 |
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Thanks for the tip Assyrian.
But if you have a solution to the above problems it would definitely give me a kick start to my homework. |
| Mar8-06, 07:06 PM | #6 |
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Sorry, but solutions are not just given away. You have to show your work. What have you done so far on these problems?
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| Mar8-06, 07:31 PM | #7 |
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Well I think I've actually figured out the first one, I'm working on the second one rigt now but i might have it in a minute. here's my work for the first one by the wya, tell me if I got it right:
[tex]\frac{a^{3}b^{-2}} {3^{-1}a^{4}b^{-3}}[/tex] [tex]=3a^{-1}b[/tex] [tex]=\frac{3b} {a}[/tex] if you cant see th LaTeX, I probobly put it in wrong, here's my work in plain text: (a^3 b^-2) / (3^-1 a^4 b^-3) = 3a^-1 b =(3b) / a |
| Mar8-06, 07:39 PM | #8 |
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That looks correct. And yes, I can see the LaTeX.
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| Mar8-06, 07:40 PM | #9 |
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Thanks assyrian :)
Well I've looked at a few math help sites and a few tutorials, got some help from a teacher today, and didn't understand the lesson in calss yesterday, but I finally understand it :p talk about dedication to the "arts" :) |
| Mar8-06, 07:46 PM | #10 |
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Can you explain something to me though?
I have a question that's written like this [tex]x^{2}y^{-3}[/tex] but I have no clue as to what they're asking of me. |
| Mar8-06, 07:48 PM | #11 |
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I don't know what the question is either.
Do they want you to simplify [tex]x^{2}y^{-3}[/tex] or what?
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| Mar8-06, 07:52 PM | #12 |
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I have no clue and they don't tell you what you're supposed to do on the worksheet, which really sucks.
Well I thank you for your assistance Assyrian, but I'm going to go watch Harry Potter and the Goblet of Fire now while I redue all of my homework. Thanks again, bye. |
| Mar8-06, 07:58 PM | #13 |
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Interesting....I'm soon to go and watch the same movie.
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