OK, another one. No calculators, abaci (!) or any other calculation devices except your head. (Yes, I am talking to you, sully.)
What is 111111111x111111111?
5i (or 5j if you've done a lot of circuits)
Yup, you forgot -5i. The correct answer is +/- 5i.50% correct.
So that is (1+10000)/2=500.5. <snip> This was completely done in my head.
And this explains why I hate typing math on the computer.10001/2 = 5000.5. Your head dropped a decimal place - easy to do with mental division. That is why I prefer to do the formula without the average, by thinking in terms of pairs: (10000 + 1) X 5000 pairs = 50005000
And Plano-Doug, the natural numbers are 1,2,3...
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And is wikipedia always correct? Nope.
The term "natural number" refers either to a member of the set of positive integers 1, 2, 3, ... or to the set of nonnegative integers 0, 1, 2, 3, ... (e.g., Bourbaki 1968, Halmos 1974). Regrettably, there seems to be no general agreement about whether to include 0 in the set of natural numbers. In fact, Ribenboim states "Let P be a set of natural numbers; whenever convenient, it may be assumed that 0 is a member of P."
Rather than just bash someone else's source, it's best to provide your own superior one as well. If I had to decide between the authenticity of Wikipedia or "some guy on a forum" I'd lean toward Wikipedia but wouldn't feel good about either, depending on the fact in question.
As far as "natural numbers," there is a nicely referenced article over at Wolfram that states:
So it appears that in this case, Wikipedia, and Jadebox, are indeed correct.
blackbrandt said:Yup, you forgot -5i. The correct answer is +/- 5i.
blackbrandt said:Numbers like 5/0 are either infinite or undefined, depending on who you talk to.
Yes, that's how I recall it as well. 5/0 is undefined. But the limit of 5/x as x approaches 0 from the left (or right) is defined.In general, that would be undefined, as there are multiple possible answers that could be argued as valid. For example, if you take that to be equivalent to the limit of 5/x as x goes to 0, the answer could be positive or negative infinity, or it could not exist at all, depending on which side the limit is taken from.
3 salesman get a hotel room for the night and the desk clerk charges them 30.00.After paying the money the men go to their room,At this point the desk clerk realizes he had over charged the men by 5$ (25$ room) The clerk gives the bellhop the five bucks and tells him to return this to the men.So the bellhop,not being able to divide 5 three ways ,gives each man a dollar and keeps the last two for himself. Now each man has paid 9.00$ for the room ,the bellhop kept two bucks.9x3=27 plus the 2.00 $ the bellhop kept where is the other 1.00$?
reminds me of the 11 finger thing for children. Tell the kiddies you have 11 fingers. They look at you funny. On one hand, count backwards from ten: 10, 9, 8, 7, 6.. And you have 5 on the other. 6+5=11..
Yes, that's how I recall it as well. 5/0 is undefined. But the limit of 5/x as x approaches 0 from the left (or right) is defined.
Of course, it's only been about 33 years since I took calc 1, so I'm a bit rusty
Doug
.
Lets test if anyone is a mathematical genius:
e^(pi X i) + 1 = 0
What does this prove?
Bonus points if you can tell me what physical system this commonly represents...
If the " means ^2, then I know the answer.Just for grins, let's inject some more calculus into this thread:
Solve the following:
2x'' + 4x' +8x = 0
x(0) = 1
x'(0) = 0.5
Bonus points if you can tell me what physical system this commonly represents...
If the " means ^2, then I know the answer.
Just for grins, let's inject some more calculus into this thread:
Solve the following:
2x'' + 4x' +8x = 0
x(0) = 1
x'(0) = 0.5
Bonus points if you can tell me what physical system this commonly represents...
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