The no should be of the form 1001n+1=x^2OR
1001n=(x-1)(x+1) since x sqr is 6 digit x is 3digits thus we keep x minus one or x plus one =multiples of143(a multiple of 1001) and tk the sol Keep the multiple s repeatedly intil 6digit sqr comes
–
Himanshu Singh
·
1 year ago

@Himanshu Singh
–
It is platform on which you can interact with many people present on Brilliant. It is instant messaging like Whatsapp.
–
Akshay Yadav
·
1 year ago

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TopNewestThe no should be of the form 1001n+1=x^2OR 1001n=(x-1)(x+1) since x sqr is 6 digit x is 3digits thus we keep x minus one or x plus one =multiples of143(a multiple of 1001) and tk the sol Keep the multiple s repeatedly intil 6digit sqr comes – Himanshu Singh · 1 year ago

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– Calvin Lin Staff · 1 year ago

Good approach :)Log in to reply

Hint:Write out the mathematical equation for the statement.Hint:quadratic diophantine equations - solve by factoring – Calvin Lin Staff · 1 year agoLog in to reply

I do not know what is slack – Himanshu Singh · 1 year ago

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– Akshay Yadav · 1 year ago

It is platform on which you can interact with many people present on Brilliant. It is instant messaging like Whatsapp.Log in to reply

R u giving inmo tomorrow – Himanshu Singh · 1 year ago

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– Akshay Yadav · 1 year ago

You can talk to me on Slack also.Log in to reply

– Akshay Yadav · 1 year ago

No I was not selected for that.Log in to reply

183184 – Himanshu Singh · 1 year ago

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– Akshay Yadav · 1 year ago

How did you got this answer?Log in to reply

– Himanshu Singh · 1 year ago

By the way do u giv rmo etcLog in to reply

– Akshay Yadav · 1 year ago

Yes I had given RMO.Log in to reply