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Aladin
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What is the next term of the given sequence..
1,4,9,61,52, 63, 94, 46, 18, 001, 121, 441, 961, 691, 522, 652, ...(?)
1,4,9,61,52, 63, 94, 46, 18, 001, 121, 441, 961, 691, 522, 652, ...(?)
Aladin said:What is the next term of the given sequence..
1,4,9,61,52, 63, 94, 46, 18, 001, 121, 441, 961, 691, 522, 652, ...(?)
HallsofIvy said:Here's an easier one: If you mark the circumference of a circle with n points, NOT equally spaced, and draw all lines connecting them, you divide the face of the circle into areas (the purpose of "NOT equally spaced" is that no more than 2 lines cross at a point so you get the maximum possible number of areas). With 1 point, one area; 2 points, 2 areas; 3 points, 4 areas; 5 points, 8 areas; 9 points, 16 areas. How many areas do you get with 6 points? (there is a simple formula.)
Probably read my https://www.physicsforums.com/showpost.php?p=1071552&postcount=3, posted here about an hour before mtanti's post (remember to highlight my post to read it!)Aladin said:Mtanti ! are you sure that the next term is 982.If it is right then how did you find this ?please tell me.
bomba923 said:Probably read my https://www.physicsforums.com/showpost.php?p=1071552&postcount=3, posted here about an hour before mtanti's post (remember to highlight my post to read it!)
uhh sure...mtanti said:Hey! I had no idea about that!
:uhh:the_next_einstein said:982 must b.squares in reverse
mathwonk said:IQ test: i am a 64 yer old math prof, with brown hair, and arthritis. i like to blog on physics forums and read comic books. my favorite wines include lescours "L", beychevelle, terrabianca campaccio, and ? [what wine am i thinking of?]
and what is your IQ?
The next term of a sequence is the number that follows the previous numbers in a pattern or sequence. It is often found by applying a rule or formula to the previous terms.
To find the next term of a sequence, you need to look for a pattern or rule in the given sequence. This could involve adding or subtracting a constant number, multiplying or dividing by a constant number, or using a more complex formula.
Finding the next term of a sequence is important in mathematics because it helps us understand patterns and make predictions about future numbers in the sequence. It also allows us to solve problems and find missing numbers in a given sequence.
If there is no clear pattern in a sequence, it may be considered a non-linear or random sequence. In this case, it may not be possible to accurately predict the next term without more information or context about the sequence.
Yes, a sequence can have more than one possible next term. This could occur if there are multiple patterns or rules that can be applied to the sequence, or if the sequence is non-linear and there is no definitive rule to follow.