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If $a x^{n - 1} + b x^{n - 2} + c x^{n - 3}$ is $10^{t h}$ degree polynomial where 𝑛 ∈ 𝑁 , then the value of '𝑛' is

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$n = 10$

$n = 9$

$n = 11$

$n = 12$

answer is C.

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Detailed Solution

$a x^{n - 1} + b x^{n - 2} + c x^{n - 3}$ is $10^{t h}$ degree polynomial

$n - 1 = 10$

$n = 11$

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