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Q.
- Expand Expression: Expand the expression using the binomial theorem.The binomial theorem states that can be expanded as a sum of terms in the form of , where is the binomial coefficient.For , we have:
- Binomial Theorem Explanation: Identify the term with the highest total degree of and in the expanded form.Looking at the expanded form, we see that the terms are , , , and .Each term has a total degree of (since has to the power of , has and to the power of which adds up to , and so on).
- Identify Highest Degree Term: Determine the degree of the polynomial. Since the highest total degree of any term in the expanded form of , the degree of the polynomial .
