Math, asked by chinarireddy2005, 1 month ago

Prove that no matter what the real numbers a and b are, the sequence with nth term a+nb
always an A.P. What is the common difference?​

Answers

Answered by sumitraj28631
3

Answer:

Sumit Raj

Step-by-step explanation:

Real numbers a and b are in A.P. Nth term is a + nb. A.P means Arithmetic Progression. ... Hence if a and b are real numbers the sequence forms Arithmetic Progression (A.P) with the first term of the sequence as, a1 = a + b and has a common difference d = b.

Answered by itzvaish08
28

Answer:

here's ur answer

hope it helps

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