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PERMUTATIONS AND COMBINATIONS 117 i.e., selecting r objec... |
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118 MATHEMATICS 2 3 2! 3! = C 1 C = 2 × = 6 . 1! 1! 2! 1!... |
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PERMUTATIONS AND COMBINATIONS 119 (iv) There are 26 red c... |
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BINOMIAL THEOREM 133 5 6 4. x + 1 5. x+ 1 3 x ... |
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120 MATHEMATICS 4 The number of ways of selecting 3 vowel... |
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PERMUTATIONS AND COMBINATIONS 121 Example 22 Find the num... |
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122 MATHEMATICS Therefore, the required number of numbers... |
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PERMUTATIONS AND COMBINATIONS 123 listed as in a dictiona... |
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124 MATHEMATICS th are of first kind, 2 objects are of th... |
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PERMUTATIONS AND COMBINATIONS 125 the formula for C . How... |
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126 MATHEMATICS Chapter 7 BINOMIALTHEOREM v Mathematics i... |
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BINOMIAL THEOREM 127 We now arrange the coefficients in t... |
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128 MATHEMATICS 12 Now, if we want to find the expansion ... |
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