nth Term of an Arithmetic Sequence

nth Term of an Arithmetic Sequence arithmetic sequence In the next example the common difference is negative E X A M P L E 2 An arithmetic sequence of decreasing terms Write a formula for the nth term of the arithmetic sequence Arithmetic Sequence A sound understanding of the Arithmetic Sequence is essential to ensure exam success Study at Advanced Higher Maths level will provide

arithmetic sequence Learn to recognize, extend and graph arithmetic sequences

arithmetic sequence Another formula for the sum of an arithmetic series · The first term is 5, so a 1 = 5 · To find the common difference d , subtract one of the terms from Subtracting the number in the times table from the term results in a constant difference of plus eight between the table and the sequence The 𝒏th term rule