CBSE BOARD X, asked by roybarnali981, 10 months ago

সন্ধি বিচ্ছেদ করো - "ইতস্তত​

Answers

Answered by Anonymous
64

Explanation:

AnswEr:-

Let a and d be the first term and common difference for an AP.

number of terms of AP = n

last term = nth term = l

Given:

a = 17

d = 9 ,

l = 350

a + ( n - 1 ) d=nth term

=> 35017 + ( n - 1 ) 9 = 350

=>( n - 1 ) 9 = 350 - 17

=>( n - 1 ) 9 = 333

=>n - 1 = 333 /9

=>n - 1 = 37

=>n = 37 + 1

=>n = 38

Therefore ,

number of terms in given AP = n=38n=38

━━━━━━━━━━━━━━━━

The terms are:-

17, 26, 35....350 17,26,35....350

━━━━━━━━━━━━━━━━

Additional:

How to find the sum of the terms of AP?

let Sum of n terms of AP = Sn

we know,

Sn = n /2 ( a + l )

here n= 38 (as we calculated)

putting values we get:

Sum = 38 / 2 [ 17 + 350 ]

= 19 × 367

= 6973

Answered by gayatrirai2423
4

Answer:Sorry dear I don't understand bengali...

⊙Bye dear mate✌✌

●Hope you will get answer soon...

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