Concept:Use the angle relationships given in the diagram to form equations and solve for m.Explanation:From the diagram, the two angle relations are:m+2x=180∘m+x=112∘From the second equation:x=112∘−mSubstitute x=112∘−m into the first equation:m+2(112∘−m)=180∘m+224∘−2m=180∘224∘−m=180∘Rearrange to find m:224∘−180∘=mm=44∘Answer:m=44∘Correct option: C. 44∘