

Complex numbers
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Mathematics
•
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Practice Problem
•
Hard
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1
A complex number has the form a +bi, where a is the real component and b is the imaginary component.
Ex.
6-3i
0+5i
8+0i
-3+7i
2
Learning Target: I can simplify expressions with complex numbers.
3
Operations with complex numbers are similar to expressions with variables. You can combine real components with each other and imaginary components with each other.
When multiplying imaginary components, you add exponents, similar to multiplying variables.
4
When adding complex numbers
-Add real parts together
-Add imaginary parts together
5
(2+3i)+(8-4i)
=10+-i (Add 2+8 and 3i+-4i)
=10-i
6
Distribute the negative
Add real parts together
Add imaginary parts together
7
(4-5i)-(1-8i)
=(4-5i)+(-1+8i) (Distribute negative)
=3+3i (Combine like terms)
A complex number has the form a +bi, where a is the real component and b is the imaginary component.
Ex.
6-3i
0+5i
8+0i
-3+7i
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