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Determine the Correct Statement a⋅(b+c)=a⋅b+ca \cdot ( b + c ) = a \cdot b + c

Question 1

Multiple Choice

Determine the correct statement.


A) a⋅(b+c) =a⋅b+ca \cdot ( b + c ) = a \cdot b + c
B) a⋅(b+c) =a⋅b+a⋅ca \cdot ( b + c ) = a \cdot b + a \cdot c
C) a⋅(b+c) =a⋅b+aa \cdot ( b + c ) = a \cdot b + a
D) a⋅(b+c) =a⋅b+c⋅ba \cdot ( b + c ) = a \cdot b + c \cdot b
E) a⋅(b+c) =a⋅b+1ba \cdot ( b + c ) = a \cdot b + \frac { 1 } { b }

Correct Answer:

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