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-3- xi x n Ç 1 2 sxx x n 1Çi 22 1212 12 11 11 p ns n s s nn 01 y ˆ bbx 1 2 ii i x xy y b xx Ç Ç 01 bybx 1 1 ii xy x xy y r ns s ÈØ ÈØ ÇÉÙÉÙ. Questions begin on page 6. Tables begin on page 14.
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AiB;H2` URNdkV KX ai iX keUkV,k3@N X X Ç q?BH2 bim/2Mi 2M+QmMi2`BM;.

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Nxx. 25 AP ﬁ TATT EE-EPONE ETON -3- Formulas (I) Descriptive Statistics xi x n Ç 1 2 sxx x n 1Çi 22 1212 12 11 11 p ns n s s nn 01 y ˆ bbx 1 2. X n 1Çi 22 1212 12. 14 AP ®-2- STATISTICS FREE-RESPONSE QUESTIONS.

In elementary algebra, the binomial theorem (or binomial expansion) describes the algebraic expansion of powers of a binomial.According to the theorem, it is possible to expand the polynomial (x + y) n into a sum involving terms of the form ax b y c, where the exponents b and c are nonnegative integers with b + c = n, and the coefficient a of each term is a specific positive integer depending. Ns n s s nn 01. +QKTH2i2M2bb 7Q` i?2 }`bi iBK2 p2`v HBF2Hv iQ TT`2+B i2 Bib mb27mHM2bb- ?2 Dmbi b HBF2Hv iQ #2 TmxxH2/ #v Bib M K2- M/ rQM/2` r?.

X xy y b xx. Formulas (I) Descriptive Statistics-3-xi x n. Evaluate (mn)(x) for x = − 3.

ˆ bbx 1 2. Formulas begin on page 3. Ï ¼ Ð j N X · X Ç } ª b Ì ¬ s b Ì Ì f b Ì b Ì b Ì.

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Nxx

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