A trapezoid is a 4-sided flat shape with straight sides that has a pair of opposite sides parallel.

Question 1:

Given an integer N which represents number of edges, where bases are always 2.

Find how many trapezoid you can create with the integer N?

Hint:

Use algorithmic approach to find solution, a count of possible trapezoid, don't have to use any mathematical formula (if you dont know)

E-g N =2 --> count = 1

E-g N =3 --> count = 3

E-g N =4 --> count = 6

Question 2:

Imagine now the N=4 and 2 of the edges are on the same line, how many trapezoid you can create with the integer N?

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