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More than a few?
A few is not many, but more than one, several is not many but more than two, the use of 'many' may then answer your question
What is Euler's rule?
euler's rule there are many answers but no one which one is the rigth one. his rule is: 1. V+F-E=2 2. V+F=E+2 3. too mathmatical Key Code: V= number of vertices F= number of faces E= number of edges this rule can only work on Polyhedron
What is the main rule of netiquette?
The main rule of netiquette is that no one is controlable of webs.
What is the nth term for -5-13-21-29-37?
There are infinitely many polynomials of order 5 that will give these as the first five numbers and any one of these could be "the" rule. Short of reading the mind of the person who posed the question, there is no way of determining which of the infinitely many solutions is the "correct" one. The rule based on the polynomial of lowest order is: U(n) = -8n + 3.
How do you find out the rule in number patterns?
The answer is you divide the number that is given and then once you got the number you multiple. ==================== OK. Try it that way if you want to. Here's another way that might work: -- Look at the first two numbers. Think of a rule that could take you from the first one to the second one. There are many possible rules. Pick one. It doesn't matter at all which one you pick. -- Now look at the 2nd and 3rd numbers. See if the rule you picked could get you from the 2nd one to the 3rd one. -- If it does, then you're probably done. You could check it again with the 3rd and 4th numbers in the sequence just to make sure, but chances are you've got it. -- If the rule you picked doesn't get you from the 2nd number to the 3rd one, then go back to the first two numbers. Pick a different rule that could get you from the first number to the second one, and go back around the loop again. Keep trying new rules that work from the first to the second, until you find a rule that works from the 2nd to the 3rd, from the 3rd to the 4th, and farther. If it works for others, then it's the correct rule.
