Question

write the 100th term of a.p 2,2,2...​

Answer 1

2 is the answer

I hope its correct

Answer 2

Answer:

As the given AP is a constant AP .

so ,

According to the AP ,

First term of the AP

a = 2.

common difference of the AP

d = 0.

As we know that,

we can calculate any term of the AP using its first term and common difference by using the formula to find any term of an AP.

So,

\begin{gathered}a_{100}=a+99d \\ = 2+99(0) \\ 2+0 \\ =2\end{gathered}

a

100

=a+99d

=2+99(0)

2+0

=2

OR

As the AP is a constant AP so its all terms will be equal.

Hence ,

100th term will also be equals to 2