what is the correct answer to 1/0?  Please explain?
448673
Forget about 1/0 and think a/b.  To ask "what is a divided by b?" is really asking (as Jethro would) "how many times does b go into a?"  Ask the question that way:  how many times does zero go into one?  Or how many nothings are in something?  Well, there are an infinite number of 'nothings' in anything, right?  You can always remove nothing from something and still have as many nothings left to pull out, and not change the original something at all.  So the answer to your question is 'infinity' which is not a number.
797702
Since there is no = sign in that equation, I assumne it should be equal to zero.  If that is the case then m= -1/8
892981
since this limit is in a indeterminant form of 0/0 you can apply L'hospital's (sp?) rule\nwhich is taking the derivitive of the top and the derivitive of the bottom and evaluating the limit\n\nso this becomes [1/(1+x)]/1\nwhich is Lim x->0 1/(1+x) \n= 1/1 = 1\n\nedit:\nbah in that case im not sure...\nmaybe try a table of values and show that from each side of zero the limit approaches 1
1120889
Since you did not specify integers only and assuming positive numbers only, the correct answer is 1/1000. That is one thousandth. Otherwise the correct answer is 1000.
997010
x^0 is equal to  x^(1-1) = x^1/x^1 = x/x = 1/1 = 1\n0 is actually undefined. (0^0) because you're dividing by 0.
285042
:-)\n\nWell, while I was in school, I wasn't a person who would give the numeric answer to a math question...\n\nHowever--the courteous person that I am--would take the time out to show my requestor HOW to solve the problem...\n\nIn an equation such as this--where the denominator is "100", the easiest thing to do is consider this...\n\nRegardless of the situation, there is only 100% in any and everything. You can not have more than 100%. 100%, then, represents the whole. \n\nWhen you are trying to figure out what percentage is of something, you simply divide the numerator by the denominator and multiply it by 100.\n\nSo if the equation was 2/3=what percent... You would divide the "2" by the "3" and get an answer to the effect of "0.66". Since percentages generally represent all digits to the hundredths place, your answer would initially be "0.67" after rounding up.\n\n(Note: Percentages can be made to cover more than the hundredths place, but I am sure that your teacher is not looking for much more accuracy than that...) \n\nBeing that we are looking for the appropriate percentage, we are then going to multiply "0.67" by "100". Our answer then is "67%".  So 2/3=67%...\n\nIn closing, remember, divide the numerator by the denominator and then multiply it by "100"...\n\nHope that helps...
574280
a number to the zero exponent is always 1 as a answer
924615
X = 1.42553191       y = 0\n\nthat's the answer
1105851
8....it's half.\n\nEach reduce down to 1/2.
127821
"Dividing by nothing" doesn't mean you would do nothing.  It means, "how many piles of nothing (zero) would you have to add up to get to the original number?".  \n\nHow many piles of zero would you have to have in order to have 2?  The answer isn't even infinity, because you would still never have 2.  So it's not possible, and 2/0 can't be represented by any number.
606683
The factor (1/infinity) equals to zero.\n\nHence the term\n\n(infinity) - (1/infinity) = (infinity) - 0\n\nTherefore,\n\nX = infinity
45380
its simple ... 80*70*60 ... 10*0 = 0 !!\n\nright isnt it ??? :D
605811
As Lauren said, it's 1/x.\n\nMemorize this. It will be very useful.
904804
1 = 100%\n2/3 = 0.6666666... = 66.6666.. %\nso,\n1-2/3 = 166.66666...%\n\nHope this helps!
762698
The demoninator of the fractions are doubling.\n\nSo:\n\n1 1/2 1/4 1/8 1/16 1/32 1/64\n\n1/64 or 0.015625
916838
(1/2)(1/2)=1/4\n\nB. 1/4
81560
balanced is the best answer, although constant would be correct as well....or if you're looking for a numerical answer, it would be 0