The sum of 2i and i
What is 3i
Simplify 1-(-i).
What is 1+i?
Simplify 4(sqrt(-9))
What is 12i ?
Simplify 1/i .
What is -i?
The conjugate of 1+sqrt(2) .
What is 1-sqrt(2)?
The modulus of a complex number may also be called this.
What is the length?
To add or subtract complex numbers, we do this.
What is "combine like terms"? OR
What is "combine the real parts and the imaginary parts"?
The sum of 1+i and -2i
What is 1-i?
Simplify 4-(2+i).
What is 2-i?
Simplify sqrt(-4)(\sqrt(16))
What is 8i?
Simplify 1/(1+i) .
What is (1-i)/2?
The conjugate of i .
What is -i?
Determine the modulus of the complex number: 2+i .
What is sqrt(5)?
Multiplying two complex numbers together has these three important steps.
What are FOILing, then changing i-squared to negative one, and finally combining like terms?
The sum of -1+3i and 2-4i .
What is 1-i ?
Simplify (1+i) - (4+sqrt(-16)) .
What is -3-3i?
Simplify sqrt(-25)(4+2i) .
What is 20i -10?
Simplify 4/(2-i).
What is 8/5+4/5i?
Simplify \overline{1-i}.
What is 1+i?
Simplify |sqrt(4)+sqrt(-2)|. .
What is sqrt(8)?
Dividing complex numbers involves this process.
What is rationalizing the denominator?
The sum of 1/2+2/3i and 3/4-i
What is 5/4-1/3i
Simplify (sqrt(-25)+sqrt(36))-(sqrt(16)+sqrt(-9)).
What is 2+2i?
Simplify (1+i)(1-2i)
What is 3-i?
Simplify (5i)/(3-2i)
What is -10/13+15/13i?
Simplify \overline{sqrt(2)+sqrt(-4)}
What is sqrt(2)-2i?
Simplify |sqrt(-16)+sqrt(5)|.
What is sqrt(21)?
True of False, the complex numbers enjoy the same arithmetic properties as the real numbers, such as commutative and distributive properties.
What is True?
The sum of 2sqrt(2)i + 4/7i^2 and 8/14-sqrt(8)i
What is zero?
Simplify (1+i)/2-(3/6-(5sqrt(-1))/10).
What is i ?
Simplify (2sqrt(-4)-i)(4sqrt(-36)+i).
What is -75?
Simplify (27-15i)/(3+3i).
What is 2-7i?
The conjugate of overline{i(4-i)}.
What is 1+4i ?
The modulus of -sqrt(-4).
What is 2?
Because square roots of negative values are possible in the complex number system, we refer to the set of complex numbers as being algebraically _________.
What is "complete"?