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(B) The given statement is $False$.$A$ binomial is defined as a polynomial that contains exactly $2$ terms. If a polynomial has fewer than $2$ terms,i

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False

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(B) The given statement is $False$.$A$ binomial is defined as a polynomial that contains exactly $2$ terms. If a polynomial has fewer than $2$ terms,it is a monomial,and if it has more than $2$ terms,it is a trinomial or a general polynomial. Therefore,a binomial cannot have 'at most' two terms; it must have exactly $2$ terms.

State whether the following statement is True or False. Justify your answer.
$A$ binomial can have at most two terms.

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State whether the following statement is True or False. Justify your answer.$A$ binomial can have at most two terms.