Answer :

Answer:

To multiply out the expression

(

2

)

m(2−m), you can use the distributive property. Here's how you do it step-by-step:

Distribute

m across

(

2

)

(2−m):

(

2

)

=

2

m(2−m)=m⋅2−m⋅m

Perform the multiplications:

2

=

2

m⋅2=2m

=

2

m⋅m=m

2

Substitute back into the expression:

(

2

)

=

2

2

m(2−m)=2m−m

2

Therefore,

(

2

)

m(2−m) when fully multiplied out is

2

2

2m−m

2

.