e correct answer below: -4 with multiplicity 1; z = 1 with multiplicity 3; and a = 4 with multiplicity 1 = -4 with multiplicity 2; a =1 with multiplicity 2; and r = 4 with multiplicity 1

Q: (b) Show that i³i is real, even though i or 3i is not.

A:

Q: Perform the operation and write the result in s (6+4i)(6-4i)

A:

Q: Find a - b

A:

Q: Find the following products.   (-3 + 3i)(-2 +9i)

A: To determine: -3+3i-2+9i

Q: 6)(3і — 2) (4i — 5)

A: Given,

Q: fA=(c,d) and B = {f,k,x}, then complete the following. a. Find Ax B. b. Find n(Ax B). c. Write a…

A:

Q: | x³dx

A: