The correct option is a. True.
If we know the first and second terms of an arithmetic sequence, then we can find any other term. is a true statement.
What is arithmetic sequence?
An arithmetic sequence would be the sequence in which the common difference between any two succeeding terms remains constant. Let us review what a sequence is.
- A sequence is a pattern-following collection of numbers.
- A sequence 1, 6, 11, 16,..., for example, would be an arithmetic sequence since each number is formed by addition 5 to its previous term.
- We have two formulas for arithmetic sequences.
- The formula for determining the nth term in an arithmetic sequence.
- The formula for calculating the sum of an arithmetic sequence's first n terms
- One can employ the arithmetic sequence method to discover any term inside the arithmetic sequence.
- An arithmetic sequence's first term is a, whose common difference is d, and n represents the number of terms.
- The AP's general form is a, a+d, a+2d, a+3d, and so on up to n terms.
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