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Angle Properties, SM-Bank 007

The diagram below shows two parallel lines intersected by transversal \(CG\).
 

  1. Name two angles that are complementary to \(\angle DBF\).   (2 marks)

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  2. Name the angle that is corresponding to \(\angle HFG\).   (1 mark)

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  3. Name the angle that is alternate to \(\angle CFH\).   (1 mark)

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Show Answers Only

i.     \(\text{Correct answers include two of:}\)

\(\angle DBC,\ \angle EFB,\ \angle GFH,\ \text{or}\ \angle GBA.\)

ii.    \(\angle ABF\)

iii.  \(\angle DBF\)

Show Worked Solution

i.     \(\text{Complementary angles sum to 180°.}\)

\(\text{Correct answers include two of:}\)

\(\angle DBC,\ \angle EFB,\ \angle GFH,\ \text{or}\ \angle GBA.\)
 

ii.    \(\angle ABF\)

 

 
iii.
  \(\angle DBF\)

Filed Under: Angle Basics Tagged With: num-title-ct-core, smc-4925-10-Corresponding, smc-4925-15-Alternate, smc-4925-40-Supplementary

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