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Deepak Patra posted an Question
September 26, 2021 • 22:15 pm
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30 points
30 points
- IIT JAM
- Mathematics (MA)
30. let fa,} be the sequence of consecutive positive solutions of the equation tan x = x and {b,} be the se quence of consecutive positive solutions ofthe equat
30. Let fa,} be the sequence of consecutive positive solutions of the equation tan x = x and {b,} be the se quence of consecutive positive solutions ofthe equation tan vr =x.Then, GATE-2013 converges but diverges diverges but 2 converges nel (c) Both2-and Converge Dolh nd diverge 31. The value of lim- IGATE-2013 kn (a) 0 Sone c0, )-( 1 )
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Anonymous User![best-answer]()
B
could you show that how solution of tanx =x lies between nπ to (n+1/2)π????
x is positive so tan x is also positive which lie in First and third quarterdent so we take this
an and bn positive solution so x is positive
understand or not
no!
given tanx=x and x is positive so we take this Range because tanx is positive in 1 and 3 rd qudarent