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RANSCRIBE THE FOLLOWING T

RANSCRIBE THE FOLLOWING T

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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TRANSCRIBE THE FOLLOWING TEXT IN DIGITAL FORMAT

(*) * Jon giving counter Examples, we will take Example of binomial distribution. X ~ binomial (M, P) to then 9 t c +6 +6 V (x) V(X-C) = V(X) √(x + C) = a constant than. (ulthen c> 0 U and Now V are U SV E(U) < ECV) (d-T) du with the help of (1) and (11) ard from (111) トラメ let consider clearly V(X) V(X) = VIY) = we X ≤Y then two random variable such that we V14) 2 X N √32 will prove god part. O RO トラ (11) a desproved 1st and 2nd Binomial (1, 1/2) V (x) V(X) ≤ VIY) YE (0₂¹2) 1 × 1 ×(1-1/2) on clos (TO) → X 2 x 0.01x 0.99 = Binomia (2, 4o.ot). does not gmply = his 86 TO D 3 part disprove. =0.25 from
Transcribed Image Text:(*) * Jon giving counter Examples, we will take Example of binomial distribution. X ~ binomial (M, P) to then 9 t c +6 +6 V (x) V(X-C) = V(X) √(x + C) = a constant than. (ulthen c> 0 U and Now V are U SV E(U) < ECV) (d-T) du with the help of (1) and (11) ard from (111) トラメ let consider clearly V(X) V(X) = VIY) = we X ≤Y then two random variable such that we V14) 2 X N √32 will prove god part. O RO トラ (11) a desproved 1st and 2nd Binomial (1, 1/2) V (x) V(X) ≤ VIY) YE (0₂¹2) 1 × 1 ×(1-1/2) on clos (TO) → X 2 x 0.01x 0.99 = Binomia (2, 4o.ot). does not gmply = his 86 TO D 3 part disprove. =0.25 from
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