if a polynomial is a perfect square then its factor will be repeated ― number of times
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If a polynomial is a perfect square then, the will be repeated in odd number of times.
Step-by-step explanation:
If a polynomial is a perfect square then, the will be repeated in odd number of times.
Since the square root is multiplied by its own number to get an integer it doesn't have a pair
it is a fact that a number is a square if and only if it has an odd number of divisors. You'd prove this using two things. First, you need the formula for the number of divisors of an integer. This formula is in terms of the exponents in the integer's prime factorization.
odd number of times
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The number of times an observation is repeated is called its
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