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Use pseudocode to specify a recursive algorithm to compute the nth value of the harmonic series, for some integer n
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I'm not certain that I understand the math, but this Python does what I expect, (that we go from 1...n): >>> def harmonic( n ): ... if( n < 1 ): ... return 0.0 ... else: ... return( harmonic( n - 1.0 ) + ( 1.0 / n ) ) ... >>> n = 3.0 >>> harmonic( n ) 1.8333333333333333 >>> n = 4.0 >>> harmonic( n ) 2.083333333333333 >>> n = 5.0 >>> harmonic( n ) 2.283333333333333 You can pseudo it up.
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