iCoachMath.com: Examples on Imaginary Numbers - Irrational and Complex Numbers - (AL)
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Solved Examples

Curriculum: Alabama Course of Study   Click to change Curriculum

Topic: Irrational and Complex Numbers  Click to change Topic

Lesson: 2: Imaginary Numbers  Click to change Lesson

Click on a 'View Solution' below for other questions:
eee Simplify:
i14
 eee
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eee Simplify:
i324
 eee
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eee Simplify:
i35  DD
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DD  Simplify:
i9
  DD
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DD  Simplify:
-7
  DD
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DD  Simplify:
-25
  DD
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DD  Simplify:
- 12
  DD
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DD  Simplify:
4i + 14i  DD
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DD  Simplify:
12i - 9i
  DD
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DD  Simplify:
4i - -64
  DD
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DD  Simplify:
-25 + -81
  DD
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DD  Simplify:
-5 - 13-5
  DD
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DD  Simplify:
6i-4
  DD
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DD  Simplify:
-25⋅-169
  DD
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DD  Simplify:
-13⋅-2
  DD
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DD  Simplify:
6i ÷ 2i
  DD
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DD  Simplify:
-3 ÷ -13
  DD
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DD  Simplify:
5-2 ÷ -10  DD
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DD  Simplify:
(- i)48
  DD
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DD  Simplify:
(- i)45  DD
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DD  Simplify:
- 3-567 - 12-175
  DD
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DD  Simplify:
i-7 ⋅ 5-28
  DD
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DD  Simplify:
6i ÷ -252  DD
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DD  Simplify:
i24n + 1  DD
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DD  Simplify:
(- 4i .-12) ÷ -3
  DD
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DD  Simplify:
-(-2⋅50) ÷ 2i
  DD
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DD  Simplify:
(4i)7 ÷ (6i)2  DD
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DD  Simplify:
i9 ÷ i26
  DD
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DD  Simplify:
-x3 - -a
  DD
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DD  Simplify:
(-x6)7  DD
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DD  Simplify:
-2
  DD
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DD  Simplify:
-9
  DD
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DD  Simplify:
- 50
  DD
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DD  Simplify:
i25
  DD
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DD  Simplify:
i10
  DD
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DD  Simplify:
i16
  DD
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DD  Simplify:
(i3 + i2 + i)18
  DD
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DD  Which of the following is equal to the square root of 40 + 42i?
  DD
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DD  Determine the solution for the equation |Z| - Z = 8 + 9i.
  DD
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DD  Simplify:
i27  DD
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DD  Simplify:
9i + 22i  DD
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DD  Simplify:
6i - 4i
  DD
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DD  Simplify:
3i - -25
  DD
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DD  Simplify:
-16 + -36
  DD
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DD  Simplify:
-7 - 12-7
  DD
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DD  Simplify:
13i-25
  DD
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DD  Simplify:
-16⋅-81
  DD
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DD  Simplify:
(- i)24
  DD
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DD  Simplify:
(- i)41  DD
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DD  Simplify:
-19⋅-7
  DD
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DD  Simplify:
15i ÷ 3i
  DD
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DD  Simplify:
-3 ÷ -17
  DD
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DD  Simplify:
11-2 ÷ -22  DD
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DD  Simplify:
- 2-343 - 9-252
  DD
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DD  Simplify:
i-2 ⋅ 8-18
  DD
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DD  Simplify:
9i ÷ -405  DD
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DD  Simplify:
i20n + 1  DD
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DD  Simplify:
(- 6i .-75) ÷ -3
  DD
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DD  Simplify:
-(-7⋅112) ÷ 7i
  DD
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DD  Simplify:
(2i)7 ÷ (4i)2  DD
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DD  Simplify:
i25 ÷ i42
  DD
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DD  Simplify:
-x3 - -y
  DD
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DD  Simplify:
(-x16)7  DD
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DD  The fraction 11+i is equivalent to ________
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DD  Simplify:
(i3 + i2 + i)4
  DD
View Solution
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