Competitive Quantitative Aptitude Permutation and Combination Permutation and Combination

Easy

In how many different ways can the letters of the word $TABLE$ be arranged?

A
$24$
B
$48$
C
$120$
D
$60$

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Competitive Questions

Competitive

Quantitative Aptitude Questions

Chapter

Permutation and Combination

Subtopic

Permutation and Combination

Similar Questions

$^{n - 1}C_r = (k^2 - 3) \cdot ^nC_{r + 1}$ if $k \in$

Difficult

The number of words formed from the letters of the word $RAJASTHAN$ by taking all the letters at a time in which vowels are alternate is:

Medium

If $^{2017}C_0 + ^{2017}C_1 + ^{2017}C_2 + ...... + ^{2017}C_{1008} = \lambda^2$ where $\lambda > 0$,then the remainder when $\lambda$ is divided by $33$ is:

The value of $^{15}C_3 + ^{15}C_{13}$ is

Medium

$^nC_r + ^{n-1}C_r + ...... + ^rC_r$ =

Difficult

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