· View 305 Algebra 2pdf from ALGEBRA 10 at Florida Virtual School 305 Polynomial identity's and properties By Ben Floyd Identity's chosen • column A (X y ) • column B (X ^2Practice with the properties of real numbers The word NUMBERS implies the answer will deal only with numbers The word X implies the answer will contain a variable, but not necessarily the variable x A B Distributive Property (Numbers) 3 (5 2) = 15 6 Commutative Property of Addition (Numbers) 3 7 = 7 3( xy)^3 (xy)^3 = 2 x^3 6 xy^2\ _\square (x y) 3 (x − y) 3 = 2 x 3 6 x y 2 Solution 2 If we treat this as the sum of 2 cubes, we will obtain ( x y ) 3 ( x − y ) 3 = ( x y ) ( x − y ) ( x y ) 2 − ( x y ) ( x − y ) ( x − y ) 2 = 2 x × x 2 3 y 2 = 2 x 3 6 x y 2
Identity Vs Equation Acute Angel
Complete the identity (x+y)^3