If ( 3 6 4 4 ) k is the term, independent of x , in the binomial expansion of ( x 4 - 12 x 2 ) 12 , then k is equal to

Question

If $(\frac{3^{6}}{4^{4}}) k$ is the term, independent of $x$ , in the binomial expansion of ${(\frac{x}{4} - \frac{12}{x^{2}})}^{12}$ , then $k$ is equal to ________.

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Solution

Q.
If $(\frac{3^{6}}{4^{4}}) k$ is the term, independent of $x$ , in the binomial expansion of ${(\frac{x}{4} - \frac{12}{x^{2}})}^{12}$ , then $k$ is equal to ________.

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Solution

Q. If (3644)k is the term, independent of x, in the binomial expansion of (x4-12x2)12, then k is equal to ________.

Ans. (55)

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Q.
If $(\frac{3^{6}}{4^{4}}) k$ is the term, independent of $x$ , in the binomial expansion of ${(\frac{x}{4} - \frac{12}{x^{2}})}^{12}$ , then $k$ is equal to ________.

Ans.
(55)