Imaginary Numbers - Simplifying Powers Of I Worksheet Page 3

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ID: A
A2.N.7: Imaginary Numbers 1: Simplify powers of i
Answer Section
1 ANS: 2
REF: 060615b
2 ANS: 4
REF: 061615a2
3 ANS: 3
REF: 010705b
4 ANS: 4
REF: 010905b
5 ANS: 1
REF: 018631siii
6 ANS: 3
REF: 069527siii
7 ANS: 4
REF: 089830siii
8 ANS: 3
REF: 010334siii
9 ANS: 3
REF: 080327siii
10 ANS: 1
2
 3i
3
 2(1)  3(i)  2  3i
2i
REF: 081004a2
11 ANS: 3
REF: 080407b
12 ANS: 4
REF: 060819b
13 ANS: 4
REF: 060331siii
14 ANS: 4
REF: 080215b
15 ANS: 4
REF: 060315b
16 ANS: 2
REF: 088423siii
17 ANS: 1
REF: 061019a2
18 ANS: 2
REF: 060410b
19 ANS: 3
REF: 010518b
20 ANS: 2
REF: 069925siii
21 ANS: 1
REF: 080702b
22 ANS: 2
REF: 060224siii
23 ANS: 2
REF: 010034siii
24 ANS: 3
REF: 080128siii
25 ANS: 4
REF: 010415b
26 ANS: 3
6
)  x(2i
12
)  27x  2x  25x
x(27i
REF: 011620a2
27 ANS:
8
 yi
6
 x(1)  y(1)  x  y
xi
REF: 061533a2
28 ANS:
4xi  5yi
 6xi
 2yi
 4xi  5y  6xi  2y  7y  2xi
8
3
4
REF: 011433a2
1

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