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Complete the following stepped-out solution to show that [89⋅(s⋅98)]+h is equivalent to s+h. (1 point) [89⋅(s⋅98)]+h [( 89⋅ )⋅s...Asked by brielle jones
Complete the following stepped-out solution to show that [89⋅(s⋅98)]+h is equivalent to s+h. (1 point)
[89⋅(s⋅98)]+h
[( 89⋅
)⋅s]+h Associative Property of Multiplication
[
⋅s]+h Inverse Property of Multiplication
s+h Identity Property of Multiplication
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[89⋅(s⋅98)]+h
[( 89⋅
)⋅s]+h Associative Property of Multiplication
[
⋅s]+h Inverse Property of Multiplication
s+h Identity Property of Multiplication
Skip to navigation
page 11 of 12
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GPT 3.5
[89⋅(s⋅98)]+h
[( 89⋅
)⋅s]+h Associative Property of Multiplication
[89⋅
⋅s]+h Inverse Property of Multiplication
89⋅s+h Distributive Property
s+h Identity Property of Multiplication
[( 89⋅
)⋅s]+h Associative Property of Multiplication
[89⋅
⋅s]+h Inverse Property of Multiplication
89⋅s+h Distributive Property
s+h Identity Property of Multiplication
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