Question

Common difference of an arithmetic progression is denoted by:
Response
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O None of these​

Answer 1

Answer:

Common difference of an arithmetic progressionis denoted by: d

Answer 2

Sum to n terms in AP = a+(n-1)d, where n is the first number of the series, n the ordinality of the number and d is the common difference. So if the common difference is 0, then the sum remain the same because there is no progress. ... The common difference in an arithmetic progression can be zero.

If each term of an AP is increased, decreased, multiplied, or divided by a constant non-zero number, then the resulting sequence is also in AP. If the n th n^\text{th} nth term of any sequence is of the form a n + b an + b an+b, then the sequence is in AP where the common difference is a a a.

Commonly the Common difference of an AP is denoted by letter “d”

Hope this will help you:)