NCERT Class 11 Math Complex Numbers and Quadratic Equations Chapter 5 MCQ Question Answer for Preparation of Exams. Here we Provide Class 11 Math Question Answer, Important Questions, MCQ for Various State Boards Students like CBSE, Haryana, uttar pradesh, mp and other state students.

**Also Read : – Class 11 Math NCERT Solution**

NCERT Class 11 Math Chapter 5 Complex Numbers and Quadratic Equations MCQ Question Answer Solution.

**Complex Numbers and Quadratic Equations Class 11 Math Chapter 5 MCQ Question Answer**

**Multiple Choice Questions and Answer for Easy to Understand the Chapter.**

**Class 11 Maths Chapter 5 Exercise 5.1 MCQ**

**1. Which of the following is true?**

(A) ι^{2 }= -1

(B) ι^{3 }= -ι

(C) ι^{4}^{ }= 1

(D) all of the above.

**Answer**

**Ans. all of the above.**

**2. Which of the following is the value of ι ^{5}?**

(A) 0

(B) 1

(C) ι

(D) -ι

**Answer**

**Ans. (C) ι**

**3. The value of ι ^{-35 }is**

(A) 0

(B) 1

(C) ι

(D) -ι

**Answer**

**Ans. (C) ι**

**4. Multiplicative inverse of -ι is**

(A) 0

(B) 1

(C) ι

(D) -ι

**Answer**

**Ans. (C) ι**

**5. a + ιb form of 5ι(-ι/5) is**

(A) 0

(B) 1

(C) -1

(D) ι

**Answer**

**Ans. (B) 1**

**Class 11 Maths Chapter 5 Exercise 5.2 MCQ**

**1. The modulus of given complex number z = 1 + ι√3 is**

(A) 1

(B) 2

(C) 0

(D) none of the above.

**Answer**

**Ans. (B) 2**

**2. Polar form of ι is**

(A) cosπ/2 + ιsinπ/2

(B) ιcosπ/2 + sinπ/2

(C) both A and B

(D) none of the above

**Answer**

**Ans. (A) cosπ/2 + ιsinπ/2**

**3. polar form of -3 is**

(A) 3(cosπ + ιsinπ)

(B) 1(cosπ + ιsinπ)

(C) 5(cosπ + ιsinπ)

(D) 4(cosπ + ιsinπ)

**Answer**

**Ans. (A) 3(cosπ + ιsinπ)**

**4. Modulus of 1 – ι is**

(A) 1

(B) 2

(C) √2

(D) 0

**Answer**

**Ans. (C) √2**

**5. Argument of -√3 + ι is**

(A) π/6

(B) 5π/6

(C) 7π/6

(D) all of the above.

**Answer**

**Ans. (B) 5π/6**

**Class 11 Maths Chapter 5 Exercise 5.3 MCQ**

**1. The value of x in x ^{2} + 2 = 0 is**

(A) ±√3ι

(B) ±√2ι

(C) ±√5ι

(D) 0

**Answer**

**Ans. (B) ±√2ι**

**2. If b ^{2} – 4ac < 0 , in given equation ax^{2} + bx + c = 0. Then nature of roots is**

(A) distinct real roots

(B) equal real roots

(C) imaginary roots

(D) all the above.

**Answer**

**Ans. (C) imaginary roots**

**3. Value of x in quadratic equation x ^{2} + x + 1 = 0 is**

(A) (-1 ± √3ι)/2

(B) (-1 ± √3ι)/3

(C) (-1 ± √3ι)/4

(D) (-1 ± √5ι)/2

**Answer**

**Ans. (A) (-1 ± √3ι)/2**

**4. Value of x in given quadratic equation x ^{2} – x + 2 = 0 is**

(A) (1 ± √7ι)/2

(B) (1 ± √7ι)/3

(C) (1 ± √7ι)/4

(D) (1 ± √7ι)/5

**Answer**

**Ans. (A) (1 ± √7ι)/2**