Algebra Examples

Determine if the Expression is a Perfect Square
Step 1
A trinomial can be a perfect square if it satisfies the following:
The first term is a perfect square.
The third term is a perfect square.
The middle term is either or times the product of the square root of the first term and the square root of the third term.
Step 2
The polynomial does not satisfy all qualifiers for being a perfect square.
The polynomial is not a perfect square
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