Maple 9 Learning Guide - Maplesoft

7.1 Introductory Calculus • 231{0, 0.07333000221 (2 − π) 6 , − 1 (−sin(4) esin(4)720+ 16 cos(4) 2 e sin(4) − 15 sin(4) 2 e sin(4) + 75 sin(4) cos(4) 2 e sin(4)− 20 cos(4) 4 e sin(4) − 15 sin(4) 3 e sin(4)+ 45 sin(4) 2 cos(4) 2 e sin(4) − 15 sin(4) cos(4) 4 e sin(4)+ cos(4) 6 e sin(4) )(2 − π) 6 , − 1 (−sin(2) esin(2)720+ 16 cos(2) 2 e sin(2) − 15 sin(2) 2 e sin(2) + 75 sin(2) cos(2) 2 e sin(2)− 20 cos(2) 4 e sin(2) − 15 sin(2) 3 e sin(2)+ 45 sin(2) 2 cos(2) 2 e sin(2) − 15 sin(2) cos(2) 4 e sin(2)+ cos(2) 6 e sin(2) )(4 − π) 6 , 0.01542298119 (4 − π) 6 , − 1720 (−sin(2) e sin(2) + 16 cos(2) 2 e sin(2) − 15 sin(2) 2 e sin(2)+ 75 sin(2) cos(2) 2 e sin(2) − 20 cos(2) 4 e sin(2) − 15 sin(2) 3 e sin(2)+ 45 sin(2) 2 cos(2) 2 e sin(2) − 15 sin(2) cos(2) 4 e sin(2)+ cos(2) 6 e sin(2) )(2 − π) 6 , − 1 (−sin(4) esin(4)720+ 16 cos(4) 2 e sin(4) − 15 sin(4) 2 e sin(4) + 75 sin(4) cos(4) 2 e sin(4)− 20 cos(4) 4 e sin(4) − 15 sin(4) 3 e sin(4)+ 45 sin(4) 2 cos(4) 2 e sin(4) − 15 sin(4) cos(4) 4 e sin(4)+ cos(4) 6 e sin(4) )(4 − π) 6 ,0.04005698601 (2.180293062 − π) 6 }Find the maximal element. The max command expects a sequence ofnumbers, so you must use the op command to convert the set of valuesinto a sequence.> max_error := max( op(%) );max_error := 0.07333000221 (2 − π) 6Approximately, this number is> evalf( max_error );0.1623112756