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When an electron in hydrogen atom jumps from higher orbit into fifth orbit. The set of lines emitted is called __________. (Balmer Series, Lyman Series, Pfund Series, Paschen Series)

Asked by Narendra Kumar Sharma 19/02/2015 Last Modified 19/02/2015

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Hey Akshay try this for a change The positive rational numbers may be arranged in the form of a simple series as follows ( 1 / 1 ), ( 2 / 1 ), ( 1 / 2 ) , ( 3 / 1 ), ( 2 / 2 ), ( 1 / 3 ) , ( 4 / 1 ) , ( 3 / 2 ), ( 2 / 3), ( 1 / 4 ), ... Show that ( p / q ) is the [ ( 1 / 2 ) ( p + q - 1 ) ( p + q - 2 ) + q ] th term of the series. I see you like solving problems on mathematics so give it an honest try on your own Also to those boasting about years of experience in mathematics, please stop boasting about yourself before the rest of the teachers. If you are good, you are good and I do not doubt that. We all are here to help and not boast and this space is for questions only and not boasting. Hope you all keep this in mind.

Dear G, I agree with the partitioning concept and what you have said is correct. Also, there is yet another way, as is often the case with mathematics, which is rather elementary, based on counting...

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If the roots of quadratic equation are rational & distinct condition?

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Electric intensity of a given charge at any point is __________ distance from charge. (Directly proportional to, Inversely proportional to square of, Directly proportional to square of, Inversely proportional to square of )

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How many words , with or without meaning can be formed with letters of the word "EQUATION" at a time so that Vowels and Consonents occur together ?

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Can you find general solution of this equation dy/dx= (1+cosx)/(1-cosx).

int y *dy = int (1+cosx)/(1-cosx) *dx int y *dy= int ( 2 cos^2 x/2) / (2 sin^2 x/2) *dx int y *dy= int (cos^x/2) / (sin^2 x/2) * dx int y *dy= int (cot^2 x/2) * dx y = - (cosec ^ 2 x/2 ) / (1/2) +c y = -2 cosec ^2 x/2 ) +c

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