2. Design a Racket function named ged to find greatest common divisor for two non-negative integers k and 1, i.e. the largest number which is a divisor of both k and 1. It's commonly denoted by ged(k.1). Use the following equations: ged(k, l) ged(1,k), 1₁ ged(1, (k-1)), if kl if 11 or (k mod 1 = 0) otherwise

Database System Concepts
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Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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2. Design a Racket function named ged to find greatest common divisor for two non-negative integers k and
1, i.e. the largest number which is a divisor of both k and 1. It's commonly denoted by ged(k.1). Use the
following equations:
32
ged(k, l)
=
ged(l, k),
1₁
ged(l. (k-1)),
if k<!
if 11 or (k mod 1 = 0)
otherwise
Transcribed Image Text:2. Design a Racket function named ged to find greatest common divisor for two non-negative integers k and 1, i.e. the largest number which is a divisor of both k and 1. It's commonly denoted by ged(k.1). Use the following equations: 32 ged(k, l) = ged(l, k), 1₁ ged(l. (k-1)), if k<! if 11 or (k mod 1 = 0) otherwise
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