Multiplication of polynomial
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1. This document discusses multiplication and division of polynomials. 2. It provides examples of multiplying and dividing terms with variables and exponents, using the distributive property and dividing polynomials. 3. The key steps shown are multiplying similar terms, distributing multiplication over addition, and dividing the first polynomial by the second to obtain the quotient.
Multiplication of polynomial
- 1. MULTIPLICATION OF POLYNOMIAL<br />by : Mr. Ronald N<br />Nama : <br />Class / No. Absent : <br />220980010160000PART 1 Am x An =Am+nCalculate :a2b3 x a-3b-2 = a2+(-3)b3+(-2)=a-1b1 -2a3b3 x -3ab2 x -5a2b-1=…am+1b2ncp-3 x a2mbn+1c3p=…apbq x -2a3p-3b c=…-12a2b2 x -13a-5b-4 x -6a2b5=…amb2n x -4am+1bn+2 x 12 ab=… 231457510350500PART 2231457528892500Amn=Am x n A.Bm=Am. BmCalculate :ab23=…a-223=…-2am3=…-3a3m3n= -33a3m3n= -27a3m x 3n=-27na9mn 3am-1b2n24=…-2ab33=…a2b-3m-1=…PART 3 : Multiplication of Polynomial by Distributive Law1981200558800A ( B+C= A x B +A x C = AB+ACA ( B-C = A x B -A x C = AB- ACCalculate :2a 3a+ab = 2a x 3a+2a x ab= 6a2+2a2ba2 2a2b-3a-3b-3 =…-3a3b2 -2a2b-3+ab -2a =-12ab -4a-2b-3 -6 a2b3+2a2 =…3am-1bn -2a2b-3+ a2-2mb3+n+ab =…3a+a+5-22a+3-3a+2 =…2a2b3ab2-3a2b4+5a3b5+5a3b5-3ab7-5a2b8=…DIVISION OF POLYNOMIAL<br />Nama : <br />Class / No. Absent : <br />242887516573500PART 1 Am : An= Am-nCalculate :a10 : a3= a10 - 3= a76a4 : 2a2=6 :2a4-2=3a2-10a8b6: 2a5b3=…a3p : ap=…a2p+2 : ap+1=…26x3m : -2x2n=…y12 : y5 : y4=…37242758826501438275882650PART 2ABm= AmBm and AmBnx= Am. xBn.x Calculate :2a22= 22a22= 4a412a33=…2a33ab34= …xy2aa=…PART 3Find the quotient (hasil bagi) !12a4-6a3: 3a2=12a4 : 3a2- 6a3 :3a2 =4a2-2a1 a2b4+ a5b6-ab :ab=…4x2y3-6x3y4 2xy=…20a2b-16a3b5+8ab24ab=…