Complex Numbers Imaginary Number I Sum and Properties of Radicals Binomials Containing Radicals Equations Containing Radicals
100
What is 10-5i
(9+2i) + (1-7i)
100
6i√2
3√-8
100
14
Simplify √196
100
2
(3+√7)(3-√7)
100
7
____
√4x-3 = 5
200
-18+11i
3(-2+i) - 4(3-2i)
200
-2
2
(3i√2)
200
3^√45
_____
3
3^√60
--------
3^√36
200
4+√3
13
1
______
4-√3
200
21
_____
3^√3m+1 = 4
300
7
(√2 -√-5) (√2+√-5)
300
-2i
√60
____
√-15
300
5√6
___
6
√2/3 + √3/2
300
5√3-3√5
_______
2
√15
_______
√3 + √5
300
√2
5+x√2 = 7
400
17 6√2
--- - ----- i
19 19
6-i√2
--------
6+i√2
400
+/- 2i√3
2
3u + 40 = 4
400
4 + 2√5
√2 (√8 + √10)
400
-2-√5
√5+1
_____
√5-3
400
4
___
√y + √y+5 = 5
500
-√3 √6
----- - ----- i
9 9
9
Find the reciprocal of -√3 + i√6
500
2 2
5x i -4x i√x
___ _____ ____
/ 5 / 2 2 /
√ -x + x√ -25x -x √ -25x
500
3^√6 + 3^3√18
3^√18 + 3^3√54
_______________
3^√3
500
-√2
-----
2
if F(x)= x
____ , find f(1-√2)
x+1
500
0
___
√3 + √x = √x+3






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