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Let f:A→B be a real function, where A={x1,x2,...,x6} and B={y1,y2...,y10} given by f(x)=y. Then the number of functions from A to B such that f(x1)<f(x2)<f(x3)<f(x4)<f(x5)<f(x6) is |
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Answer» Let f:A→B be a real function, where A={x1,x2,...,x6} and B={y1,y2...,y10} given by f(x)=y. Then the number of functions from A to B such that f(x1)<f(x2)<f(x3)<f(x4)<f(x5)<f(x6) is |
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