How to write a equivalent expression for 9 (h+10k) using the distributive property.

Answer:
9h+90k
Step-by-step explanation:
Open the bracket and multiply one by one
9h + 90k is the equivalent expression for 9 ( h + 10k ) using the distributive property.
Given,
9 ( h + 10k )
We have to write an equivalent expression using the distributive property.
We have,
The distributive property of multiplication over addition.
a x ( b + c ) = a x b + a x c
The distributive property of multiplication over subtraction.
a x ( b - c ) = a x b - a x c
Apply the distributive property of multiplication over addition.
9 ( h + 10k )
9 x h + 9 x 10k
9h + 90k
Thus 9h + 90k is the equivalent expression for 9 ( h + 10k ) using the distributive property.
Learn more about the distributive property and other properties of algebraic expressions here:
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