Math, asked by Nehu11, 1 year ago

Show that each of the following progression is an AP. Find the commomn difference and next 3 terms of each.sqrt9,sqrt28,sqrt63

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RehanAhmadXLX: uestion seems wrong

Nehu11: No its correct

RehanAhmadXLX: Okay let me try again

Nehu11: ok thanku

RehanAhmadXLX: It does not form AP

RehanAhmadXLX: It does not form

RehanAhmadXLX: Will you please check again??

Nehu11: sir , the question is right

Nehu11: thnkuu for the solution

RehanAhmadXLX: You are welcome

Answers

Answered by RehanAhmadXLX

Hi Friend !!!

Given Sequence:-

√9, √28, √63,.......or 3, 2√7, 3√7, ........

Let us check whether it forms AP or not :-
a₂ - a₁ = 2√7 - 3
a₃ - a₂ = 3√7 - 2√7 = √7

As a₂ - a₁ is not equal to a₃ - a₂. So it does not form an AP.

Hope it helps.....

Nehu11: Yes, it helps thanku so much.

RehanAhmadXLX: Rate the answer and mark as Brainliest

RehanAhmadXLX: Click on mark as Brainliest above my answer

RehanAhmadXLX: Because I need a single Brainliest to become Maths Aryabhatta

RehanAhmadXLX: Thanks

Nehu11: wc

RehanAhmadXLX: :}

Answered by peetakatniss4ever

Hi Friend !!!

Given:-

√9, √28, √63,.......
By solving,
3, 2√7, 3√7, ........

Now,
a₂ - a₁
= 2√7 - 3

a₃ - a₂
= 3√7 - 2√7 = √7

As a₂ - a₁ is not equal to a₃ - a₂. So, the given sequence does not form an AP.
Hope I helped You....

Anonymous: very Nice

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