Question: A. Verify the following conjectures below. Conjecture 1 : The area (A) of an orthogonal square is a function of the number of dots (d)

A. Verify the following conjectures below.

Conjecture 1: The area (A) of an orthogonal square is a function of the number of dots (d) on its side, that is A = (d - 1)^2

Conjecture 2: The area (A) of an oblique square with inclination 1 is a function of the number of dots (d) on its side, that is A = 2(d - 1)^2

Conjecture 3: The area (A) of an oblique square with inclination other than 1 in terms of the rise (y) and the run (x) and the number of dots (d) on its side is A = (y2 + x2)(d - 1)^2

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