please help! i'll give you a cookie c; What is the value of the expression 7^-3 A. -21 B. -1/343 C. 1/343 D. 343
what is \(7^{-3}=\) property of exponents you need to remember: \[x^{-a} = \frac{1}{x^{a}}\] and \[\frac{1}{x^{-a}} = x^a\]
I like ginger spice cookies, please :-)
What did you get for the answer?
from what i got, i think the answer is B...?
oh, I'm sorry, I'm not going to be able to share my cookies with you....
compare your problem with my formula: \[7^{-3}\]\[x^{-a}\] what is the value of \(x\)? What is the value of \(a\)?
uh.. im not sure.... all i did was -7*-7*-7 i dont even know if thats what i was supposed to do but i tried it. (im new to this). but i got -343
just match things up
what do you mean?
you can't tell which number corresponds to x and which corresponds to a here? \[7^{-3}\]\[x^{-a}\]
oh well, x=7 and a= -3?
no, look more closely
uh
here, I'll make it bigger :-) \[\large 7^{-3}\]\[\large x^{-a}\]
i dont get it
okay. you have 3 symbols: 7, -, and 3 you have to match them with 3 other symbols: x, -, and a
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