CBSE Class 11 Binomial Theorem — practice questions
24 free MCQs with worked solutions. Tap any question for the answer + explanation, or practice them all in the app.
Practice CBSE Class 11 Binomial Theorem in the app →The general solution of $\cos x = 1/2$ is:The expansion of $(a + b)^n$ contains how many terms?The general term in the expansion of $(x + 2)^{10}$ is:The sum of binomial coefficients $\binom{n}{0} + \binom{n}{1} + \cdots + \binom{n}{n}$ equals:The middle term in $(x + y)^6$ is the term with index:The angle 90° in radians is:The function f(x) = tan x has vertical asymptotes at:The number of terms in a binomial expansion is one more than the:How many terms are there in the expansion of a bracket squared?In successive terms, the powers of the first quantity:In successive terms, the powers of the second quantity:In every term of the expansion, the sum of the two indices equals the:The triangular array of binomial coefficients is named after:Pascal's triangle is also known in India as:Blaise Pascal lived during which years?The row of Pascal's triangle for index 5 reads:Why is Pascal's triangle awkward for a large index?The general rule for expansion is built using the concept of:In the first term of the expansion, the index of a is:In the first term of the expansion, the index of b is:In the last term of the expansion, the index of b is:How many terms are in the expansion of a bracket raised to five?How many terms are in the expansion of a bracket raised to twelve?In the expansion of a bracket raised to four, the sum of indices is: