WebQuestions from Binomial Theorem. 1. The coefficient of x49 in the product (x −1)(x− 2)⋯(x −50) is. 2. The term independent of x in the expansion of (x+ x21)6 is. 3. If ∣x∣ < 1, then the … WebUnderstanding of Term Independent of x (i.e it's x to the power of 0 NOT x is zero!) Usage of Binomial Formula; Basic application of Indice law (Observe that [pmath]{1}/{x^7}[/pmath] is rewritten as [pmath]x^-7[/pmath]) Evaluate the term which is independent of x in the …
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WebMay 20, 2024 · The term independent of x in the expansion of (1/60 - x8/81)(2x2- 3/x2)6 is equal to : (1) –36 (2) –108 (3) 36 (4) –72 WebJan 19, 2024 · The term independent of x means the term which does not contain the term/variable X. In binomial theorem these questions are usually asked like to find the term independed of x after expansion , which means to find the term which does not contain the term x and contains other terms than x .. We cannot say that term independent of x will … spanish word for that crossword clue
The term independent of x in the binomial expansion of - Vedantu
WebQuestions from Binomial Theorem. 1. The coefficient of x49 in the product (x −1)(x− 2)⋯(x −50) is. 2. The term independent of x in the expansion of (x+ x21)6 is. 3. If ∣x∣ < 1, then the coefficient of x6 in the expansion of (1 + x+ x2)−3 is. 4. The remainder when 22016 is divided by 63, is. WebThere are (n+1) terms in the expansion of (x+y) n. The first and the last terms are x n and y n respectively. From the beginning of the expansion, the powers of x, decrease from n up to … WebApr 7, 2024 · Hint: The term independent of x means that the term in which power of x= 0. We will suppose that ${\text{r+1}}^{\text{th}}$ term is the term independent of x in the … spanish word for thigh