Wednesday, September 24, 2008
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9 Comments:
the condition A does not equal {0,1}
A^x = A^5
simple.. A^5 is the equation.
the answer is unknown unless you find the value of A.
~cassieadams01~
you can't solve 2 variable w/o having 2 equations to work with.. with this expression A can be any number.
I don't understand the problem. If A^x = A^5, then x must equal 5, and the A's must equal each other.
This isn't a trick at all. Maybe the trick is that there is no trick? lol
Its ssssooooo easy, take natural log of each side, divide by Ln(A), and then behold, x=5.
This is just an example of the reflexive property I guess, I don't see how this is incomplete
no x and five are both exponents. you assume that both a's are the same. with your assumptions only is it correct. but both a's do not have to be the same.
A^x = A^5
x=5 if A is not equal to 0 or 1
if A=1 x could be any number
if A=0 x could be any positive number
how is it not complete???
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