Extended Answer Question 1 (a) Let z = - (i) Calculate the modulus of z and the principal argument of z , showing all wo

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Extended Answer Question 1 (a) Let z = - (i) Calculate the modulus of z and the principal argument of z , showing all wo

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Extended Answer Question 1 A Let Z I Calculate The Modulus Of Z And The Principal Argument Of Z Showing All Wo 1
Extended Answer Question 1 A Let Z I Calculate The Modulus Of Z And The Principal Argument Of Z Showing All Wo 1 (36.06 KiB) Viewed 12 times
Extended Answer Question 1 (a) Let z = - (i) Calculate the modulus of z and the principal argument of z , showing all working. (ii) Write z in polar exponential form. (iii) Write 22021 in Cakesian form, showing all working. (b) Use the substitution t= In x to compute the following definite integral, showing all working St in da. (c) Let f(x) = 2x³ 3x² +1. Find the global maximum and global minimum values of f(x) on the interval [0, 2]. Show all working.
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