Nov 26 WU and CW.pdf

# Nov 26 WU and CW.pdf - blag RA MLXMM*Hﬂ 5(157" ‘ 5...

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Unformatted text preview: blag! : RA MLXMM. *Hﬂ 5* (157". ‘ 5 M ( IS S) ) O 01’: (4,0) WWL ' . aw 'T. 7,0919% ﬁﬂ‘akm Wkwwﬁ I o G‘ Algebra 2 M“ l t 3 Name Notes — Classifying Polynomials & their Operations Date Period— 1. Deﬁnition of Polynomials “mg-LL [9 a,“ ﬂy £§6136W\$w¥6 vol/(Wee Md 00A is erc‘: wt Howe—J film non M «a Mingus 24310.net II. Classifying Polynomials & Terminology Naming Polynomials Polynomials are named according to \$ii’iillﬂDilllW rot-en ®lF iii P©WM®MIIM - Arrange the terms so the term with the W goes first- - Follow’ﬂrith the other terms with expo— nents in decreasing order. their degree and number of terms. - The last term should be the constant. III. Operations Perform the following operations. Classify the new polynomial created by term and by degree. A. AddingSzSubtracting _E__x1 (4x +6x+7)+(2x —9x+1) _E__-x2(2x +5x —3x)— (x —8x +11) b*L-3X+8 x 3+l3x nix-u Qua ("011C (.Ubl‘t. Trinomial puqmm B. Multiplyinﬂ __ ‘ 3% (2x — 3)(5x + 7) Dbubmvs—V “‘ {:34} E_x3: —4x2 (5x4 —3x2 +2) I» '1‘ ._ t. if 20% + \2x “'3" HCEXH} 3 (SK-VI) '9‘ ““pr 0% Wolff—c \w”+uk>< — xxx-2i Quakrk—l-ILAHMQL 36‘" Ex5___. (x— 6)(x2 +3x— 5) 3’94 '9 xix—JrBX—r) —b(*‘>"*”"“") x3 +5x2—rx wxz—uex 4 30 w Qu-glc, WWULL ...
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