Use an associative property to complete the statement.
-$9 \cdot ( \mathrm { yz } ) =$
A) $9 \cdot ( \mathrm { zy } )$
B) $( y z ) \cdot 9$
C) $( 9 \mathrm { y } ) \cdot \mathrm { z }$
D) $9 + ( y z )$

Question

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The Answer of Use an associative property to complete the statement.
-$9 \cdot ( \mathrm { yz } ) =$
A) $9 \cdot ( \mathrm { zy } )$
B) $( y z ) \cdot 9$
C) $( 9 \mathrm { y } ) \cdot \mathrm { z }$
D) $9 + ( y z )$

Use an Associative Property to Complete the Statement 9⋅(yz)=9 \cdot ( \mathrm { yz } ) =9⋅(yz)=

Use an Associative Property to Complete the Statement $9 \cdot ( \mathrm { yz } ) =$