Complete the following stepped-out solution to show that 511⋅w⋅115+3 is equivalent to w+3 .(1 point)
5/11⋅w⋅11/5+3
511⋅
⋅w+3 ? Commutative Property of Multiplication
⋅w+3 ? Inverse Property of Multiplication
w+3 Identity Property of Multiplication
511⋅w⋅115+3
= (5/11⋅w)⋅(11/5)+3 (Using the Commutative Property of Multiplication)
= (5/11)⋅(w⋅11/5)+3 (Simplifying)
= (5/11)⋅(11/5)⋅w+3 (Using the Associative Property of Multiplication)
= 1⋅w+3 (Using the Inverse Property of Multiplication)
= w+3 (Using the Identity Property of Multiplication)