# Mistakes give rise to problems- 5

Algebra Level 3

We know that the power raised to can't be distributed over the content of a bracket, that is , if you do $(a+b)^2 = a^2+b^2$ then it's a big mistake!

But for how many pairs of integers $$(a,b)$$ such that each of them is between -10 and 10 inclusive, is the above said false property seen to be true?

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