Solution:
We obtain the spanning vectors here by taking differences.
So, let: A = (1, 1), B = (2, -1) and C = (4, 6).
Then:
B - A = [(2 - 1), (-1 -1)] =
(1, -2)
C - B = [(4 - 2), (6 - (-1)] =
(2, 7)
Then: the matrix is:
M =
(1....-2)
(2.....7)
So Det (M)
= (1
x 7) - [(-2) x 2]
= 7
- (-4) = 7 + 4 = 11 sq. units.
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