Complete the following stepped-out solution to show that 5/11⋅w⋅11/5+3 is equivalent to w+3.(1 point)
5/11⋅w⋅11/5+3
5/11⋅
⋅w+3 Commutative Property of Multiplication
⋅w+3 Inverse Property of Multiplication
w+3 Identity Property of Multiplication
To show that 5/11⋅w⋅11/5+3 is equivalent to w+3, we can simplify the expression step by step:
1. Start with the expression 5/11⋅w⋅11/5+3.
2. Apply the commutative property of multiplication to rearrange the terms:
= 5/11⋅11/5⋅w + 3
3. Apply the inverse property of multiplication to simplify:
= 1⋅w + 3
4. Apply the identity property of multiplication to simplify:
= w + 3
Therefore, 5/11⋅w⋅11/5+3 is equivalent to w+3.