Question: Question 17-. Please answer the question! g) arg(1+i) h) e(in/4) i) (1-il/(1+i) j) eIn H , where In n denotes the natural logarithm of n.

Question 17-. Please answer the question!

$j) eIn \"H\" , where In n denotes the natural logarithm of$

g) arg(1+i) h) e(in/4) i) (1-il/(1+i) j) eIn \"H\" , where In n denotes the natural logarithm of n. k) (Extra credit 3 points). How many different values does the expression 3i take? Present them all in rectangular form (a + bi). The symbol i denotes the square root of 1. A complex number in rectangular form will be written a + bi with a, b E R. For exponentialpolarform of a complex number re'e, use modulus r 2 0 and argument 3 with n

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