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E C Y I u W A r X ̃T u C x g ̃I S ̍U ł B i Ǔ A k } b v ŁA ̉B ꂽ ˂ ɂ Ƙb A C e u Ό ̉ Ձv. NPO @ l { C X g N ^ É x E É u b N ̃z y W ł B @ { A h o C U F 莎 ́A u { v ɑ S A ҂ւ̏ { C X g N ^ ̃A V X ^ g Ƃ ēK i u { A h o C U i i j v F 肷 鎎 ł B. (i)Anecessary andsufficient condition forT(X)tobeaUMVUEofϑisthatET(X)U(X) = 0 for any U ∈ U and any P ∈ P (ii) Suppose that T = h(T˜), where T˜ is a sufficient statistic for P ∈ P and h is a Borel function Let UT˜ be the subset of U consisting of Borel functions of T˜ Then a necessary and sufficient condition for T to be a UMVUE.
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Q A J C u X R i ~ A e B N X MSX R N V Vol2 R i ~ f W ^ G ^ e C g. Suppose that f(x) and g(x) are differentiable functions such that f(7) = 4, f'(7) = 6, g(7) = 8, and g'(7) = 9 Find h'(7) when h(x) = f(x)/g(x) h'(7) = (Simplify your answer) Get more help from Chegg Solve it with our calculus problem solver and calculator. F i1 g ̂āj J R y R u zDECORATIVE EYES VEIL UV Moist f R e B u A C Y F UV C X g 10 SHOBI ʔ̂Ŕ Ȃ烁 K l X p O v ʔ̃T C g ߁B5,400 ~ ȏ w ő I N W b g J h A R r j 㕥 A A X R r j ł̏ i ȂǑ l Ȏx @ Ǝ @ p ӁB.
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K Y C X g ^ A ` o T g R ̃E F u g t H I T C g B L g Ń b v A X ^ C b V ȏ ̎q ̃C X g V ` Ă ܂ B ` o T g R 1979 N ܂ B s o g B w @ B03 N t X ̃C X g ^ Ƃ Ċ J n B L g Ń b v A X ^ C b V e } ɃL L ƋP J t ȏ ` B `30 ̏ ^ Q b g Ƃ e A t @ b V n } ̂ C ɁAWeb A o C A G ⏑ ЁA L ȂǁA L B e B Ђ̃C X g Q A v ̃L N ^ f U C Ȃǂ 肪 B s ݏZ B. Share your videos with friends, family, and the world. In this question to resolve that i use u(x,t)=U(x)G(t) U(x)=Asin((w/c)x)os((w/c)x) G(t)=Csin(wt)Dcos(wt) and use u(0,t)=0 >B=0 and i want to use ,,,,,at x=l.
R b g / i C X g b ` @ h r v b h @ m X u h X i ԁF Ŕ i F ¥26,000 ¥18,0 30%OFF. 13 N07 I t B V LEGO u b N u S u b N ̐ E S ʉ Łv i Љ by Daniel Lipkowitz ( a) Њ / ISBN13 , ISBN10. Uploaded By jennynguyen0491 Pages 122 This preview shows page 67 70 out of 122 pages.
Course Title ECN MISC;. In this question to resolve that i use u(x,t)=U(x)G(t) U(x)=Asin((w/c)x)os((w/c)x) G(t)=Csin(wt)Dcos(wt) and use u(0,t)=0 >B=0 and i want to use ,,,,,at x=l. C x g N b N ĉ g C t B h X L 1 E2.
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