0:00 - Question 1: Counting parallelograms/rectangles 02:16 - Question 3: In the figure, ABCD and CDEF are parallelograms and ABEF is a straight line. If |BE| = 2 cm and |DC| = 3 cm, find |AF|. 03:43 - Question 5: In the figure, ABCD is a rhombus and APCQ is a square. If angle PAB = 21 degrees, calculate the four angles of ABCD. 08:25 - Question 7: ABCDEF is a regular hexagon with O at its centre. What kind of quadrilaterals are ABCO and ACDF? 13:26 - Question 9: ABC is a triangle and M is the mid-point of line BC. A line through C parallel to line AB cuts line AM produced at X. Prove |MX| = |MA|. Please subscribe, like and Share to support the channel. www.youtube.com/@NonsoMaths?sub_confirmation=1 Thanks for watching.
