Problem deal with taxicab geometry. Let dT(A, B) represent taxicab distance between A and B and dE(A, B) represent the usual Euclidean distance.
Determine if the following statement is true or false for the given points.
dT(A, B)+ dT(B, C)≥ dT(A, C)
a. A(l, 1), B(2, 3), C(5, 9)
b. A(−1, 4), B(4,1), C(0, −5)
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