Multiplication of Monomials by Binomials and Trinomials

Chapter 8 Class 8 Algebraic Expressions and Identities
Concept wise

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Ex 8.3, 2 (i) Complete the table. πΓ(π+π+π) = (πΓπ)+(πΓπ)+(πΓπ) = ππ+ππ+ππ Ex 8.3, 2 (ii) Complete the table. (π₯+π¦β5)Γ(5π₯π¦) = (π₯Γ5π₯π¦)+(π¦Γ5π₯π¦)β(5Γ5π₯π¦) = ππ^π π+πππ^πβππππ Ex 8.3, 2 (iii) Complete the table. πΓ(6π^2β7π+5) = (πΓ6π^2 )β(πΓ7π)+(πΓ5) = ππ^πβππ^π+ππ Ex 8.3, 2 (iv) Complete the table. 4π^2 π^2Γ(π^2βπ^2 ) = (4π^2 π^2Γπ^2 )β(4π^2 π^2Γπ^2 ) = 4π^(2+2) π^2β 4π^2 π^(2 + 2) = ππ^π π^πβππ^π π^π Ex 8.3, 2 (v) Complete the table. (π+π+π) Γπππ = (πΓπππ)+(πΓπππ)+(πΓπππ) = π^π ππ+ππ^π π+πππ^π