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Introduction to Euclid’s Geometry: Mixed Practice

Direct Concept Checks

Question 1mcq
Refer to the diagram. The two interior angles on the same side of transversal tt are 7070^\circ and 9595^\circ. What conclusion follows?
A.The lines will meet on the right side of the transversal if produced.
B.The lines will meet on the left side of the transversal if produced.
C.The lines are parallel because 70+95=18070^\circ + 95^\circ = 180^\circ.
D.No conclusion can be drawn from the angle sum.
Question 2mcq
Refer to the diagram. Which construction action is being shown?
A.Drawing a circle with centre AA and radius ABAB
B.Producing line ABAB indefinitely on both sides
C.Constructing a right angle at BB
D.Bisecting segment ABAB
Question 3mcq
Case study: In a school craft club, two ribbons have equal lengths: AB=CDAB = CD. Equal decorative strips of 55 cm are attached to one end of each ribbon, forming longer ribbons AEAE and CFCF. Which statement is definitely true?
A.AE=CFAE = CF, because equals added to equals are equal.
B.AE>CFAE > CF, because ABAB comes before CDCD alphabetically.
C.AE=CDAE = CD, because all right angles are equal.
D.ABCDAB \parallel CD, because the lengths are equal.