Sequences are a group of numbers that follow a certain pattern. There are two kinds of sequences, the arithematic sequence and geometric sequence.
Arithematic sequence follows through addition (and subtraction).
Geometric sequence follows throug multiplication (and division).
Arithematic Sequence Example : 1, 6, 11, 16, 21 The pattern follows an addition of 5.
Geometric Sequence Example : 1, 3, 9, 27, 81 The pattern follows a multiplication of 3
Equation
The answer is Equation!
The mathematical sequence whose verb is equal is the "constant sequence," where each term in the sequence is the same value. For example, in a constant sequence like ( a_n = c ) for all ( n ), every term ( a_n ) is equal to the constant ( c ). This can also be interpreted as the sequence of equal numbers, where the equality between terms is maintained throughout.
Fibonacci is important because he introduced the Arabic number system to Europe. His sequence is much less important - it is mainly a mathematical curiosity.
The sequence "12345678910" is often referred to as a "consecutive number sequence" or simply a "counting sequence." It represents a series of integers starting from 1 and increasing by 1 up to 10. In mathematical terms, it can be described as a portion of the natural numbers.
formula
ntuple
1
Equation
The answer is Equation!
Formula
a trend is a pattern or sequence
The mathematical sequence whose verb is equal is the "constant sequence," where each term in the sequence is the same value. For example, in a constant sequence like ( a_n = c ) for all ( n ), every term ( a_n ) is equal to the constant ( c ). This can also be interpreted as the sequence of equal numbers, where the equality between terms is maintained throughout.
Mathematical patterns are lists number that follows a certain rule and have different types. Some of these are: Arithmetic sequence, Fibonacci sequence and Geometric sequence.
algorithm
The mathematical term for pattern in maths is "sequence". Hope this helps : )
Fibonacci is important because he introduced the Arabic number system to Europe. His sequence is much less important - it is mainly a mathematical curiosity.