Math, asked by kunal0936, 1 year ago

find out whether the sequence 3,3,3,3... is an ap if it is. find the common difference ​

Answers

Answered by SindhuSundar
10

Answer:

The sequence 3, 3, 3.... is an A.P.

The first term(a) of this A.P is 3 and the common difference(d) is 0.

Answered by pinquancaro
11

It is an Arithmetic progression.

The common difference is 0.

Step-by-step explanation:

Given : The sequence is 3,3,3,....

To find : Whether the sequence is an A.P. and find the common difference ​?

Solution :

The sequence is 3,3,3,....

For sequence to be A.P. the difference between number is common.

Here, First term is 3

The common difference is

In first two terms 3-3=0

In next two terms 3-3=0

So, the common difference is same.

It is an Arithmetic progression.

The common difference is 0.

#Learn more

In an arithmetic progression first term is 7 common difference is 3 find the nth term of an arithmetic progression​

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