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Let f(z) 23 + 11 iz2 – 6 – 8i. In this question you are to determine real constants M1 and M2 such that the following statement is true: if |2| = 2 then M1<\f(2)| < M2 . (a) Select the smallest value of M9 from the following list for which the above is true. O 52 O 53 O 57 O 62 O 66 O 69 O 71 O 73 O 78 51 (b) Select the largest value of M, from the following list for which the above is true. O 14 O 17 O 18 O 22 O 26 O 27 O 28 O 29 O 31 O 39

Let f(z) 23 + 11 iz2 – 6 – 8i. In this question you are to determine real constants M1 and M2 such that the following statement is true: if |2| = 2 then M1<\f(2)| < M2 . (a) Select the smallest value of M9 from the following list for which the above is true. O 52 O 53 O 57 O 62 O 66 O 69 O 71 O 73 O 78 51 (b) Select the largest value of M, from the following list for which the above is true. O 14 O 17 O 18 O 22 O 26 O 27 O 28 O 29 O 31 O 39

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Let f(z) = 23 + 11 iz2 – 6 – 8 i. = z° In this question you are to determine real constants M1 and M2 such that the following statement is true: if |z| = 2 then Mị<\f(2)| < M2 . (a) Select the smallest value of M2 from the following list for which the above is true. O 51 O 52 O 53 O 57 O 62 O 66 O 69 O 71 O 73 O 78 (b) Select the largest value of M1 from the following list for which the above is true. О 14 O 17 O 18 O 22 O 26 O 27 O 28 O 29 O 31 О 39
Transcribed Image Text:Let f(z) = 23 + 11 iz2 – 6 – 8 i. = z° In this question you are to determine real constants M1 and M2 such that the following statement is true: if |z| = 2 then Mị<\f(2)| < M2 . (a) Select the smallest value of M2 from the following list for which the above is true. O 51 O 52 O 53 O 57 O 62 O 66 O 69 O 71 O 73 O 78 (b) Select the largest value of M1 from the following list for which the above is true. О 14 O 17 O 18 O 22 O 26 O 27 O 28 O 29 O 31 О 39
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