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But you're using it to prove (100 - 100)/(100 - 100) = 2. Getting different answers from different algebraic manipulations just shows that it's an expression for which algebra can't give a consistent answer if we assume that the integers are distinct.

100 x 100 Multiplication Table. 100x100 multiplication table has 100 rows and 100 columns. Each row element is multiplied with each column element to derive the product. This chart is used to learn multiplication upto 100.

As written this question gives us the answer of 0/0. Zero is a crazy awesome number that must be used carefully. Some may say that any number divided by itself equals 1, so the answer is 1.
Consider numerator, 100–100=10^2–10^2 Since, a^2-b^2=(a+b)(a-b) This implies that, 100–100 = (10+10)(10–10)…..eqn1 Now consider denominator, 100–100 =10.

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