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Free "Complex Numbers MCQ" App Download with MCQ: If z1 = 2 + &iota, z2 = 1 + 3&iota, then &iota Re ( z1 - z2 ) =; with answers: 1, ι, 2 ι, and 2 to study distance learning courses. Practice Complex Numbers Quiz Questions, download Apple Book (Free Chapter) for GRE prep classes.

Complex Numbers MCQs PDF Download – Prep Test

MCQ 1: If z1 = 2 + ι, z2 = 1 + 3ι, then ι Re ( z1 - z2 ) =:

  1. 1
  2. ι
  3. 2 ι
  4. 2

MCQ 2: The polar form of a complex number is:

  1. r ( tanθ + ιcotθ )
  2. r(secθ + ιcosecθ )
  3. r(cosθ + ιsinθ )
  4. r (sinθ + ιcosθ)

MCQ 3: |z1 + z2 | =:

  1. > |Z1| + |Z2|
  2. ≤|Z1| + |Z2|
  3. ≤ Z1 + Z2
  4. > Z1 + Z2

MCQ 4: |z1 - z2 | =:

  1. > |Z1| + |Z2|
  2. ≤|Z1| + |Z2|
  3. ≤ Z1 + Z2
  4. > Z1 + Z2

MCQ 5: A² + b²:

  1. (a + b )(a-b)
  2. (a + ι b)(a -ι b)
  3. (a + b )(a- ι b)
  4. (a + ι b )(a - b)

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