Is the product of two monomials always a monomial ? Justify your answer with an example.
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We know that a monomial is a polynomial containing one term which may be a number, a variable or a product of numbers and variables, with no negative or fractional exponents. For example: −5,xy,5x
2
etc.
Hence, it is true that a monomial is a product of powers of variables with non negative integers exponents.
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