Commerce Exam > Commerce Tests > Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Commerce MCQ
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Commerce MCQ
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10 Questions MCQ Test - Test: Complex Numbers & Quadratic Equations- Case Based Type Questions
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Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 1
A number of the form Z = x + iy, where x and y are real and i = √−1 is called a complex number. Consider the complex number Z1 = 2 + 3i and Z2 = 4 – 3i.
Q. Real part of Z1 is ...............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 1
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 2
A number of the form Z = x + iy, where x and y are real and i = √−1 is called a complex number. Consider the complex number Z1 = 2 + 3i and Z2 = 4 – 3i.
Q. Imaginary part of Z1 – Z2 is .............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 2
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Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 3
A number of the form Z = x + iy, where x and y are real and i = √−1 is called a complex number. Consider the complex number Z1 = 2 + 3i and Z2 = 4 – 3i.
Q. Imaginary part of Z2 is ...............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 3
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 4
A number of the form Z = x + iy, where x and y are real and i = √−1 is called a complex number. Consider the complex number Z1 = 2 + 3i and Z2 = 4 – 3i.
Q. Real part of Z1/Z2 is ..............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 4
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 5
A number of the form Z = x + iy, where x and y are real and i = √−1 is called a complex number. Consider the complex number Z1 = 2 + 3i and Z2 = 4 – 3i.
Q. Imaginary part of 
is ...........
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 5
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 6
Consider the complex number Z = 2 – 2i.
Q. The real part of Z is ...............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 6
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 7
Consider the complex number Z = 2 – 2i.
Q. The value of |Z| is ..............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 7
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 8
Consider the complex number Z = 2 – 2i.
Q. Zz̄ = ..............
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 8
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 9
Consider the complex number Z = 2 – 2i.
Q. The principal argument of Z is ...........
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 9
Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 10
Consider the complex number Z = 2 – 2i.
Detailed Solution for Test: Complex Numbers & Quadratic Equations- Case Based Type Questions - Question 10
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