For x = 15, y = 10 and z = 9 , find the value of le(x, min(y, x − z), le (9, 8, ma(x, y, z))).
Explanation:
le (15,min (10, 6),le (9,8,ma (15,10,9))) Now ma(15,10, 9) = 12 [le(15, 10, 9) + la(15, 10, 9)]
= 12 [max(5, 1) + min(25,19)]
= 12 (5 + 19) = 12
Hence, our original expression would now be le(15,min(10,6),le(9,8,12)) = le(15, 6,max(1, − 4)) = le(15, 6,1) = max(9, 5) = 9
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