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
.