561 Answers Chapter 3
561 Answers Chapter 3
561 Answers Chapter 3
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<strong>Answers</strong><br />
Selected answers are given here. For a full set of worked solutions, see Specialist Maths Dimensions Units 3 & 4 Solutions and Study Guide.<br />
f<br />
Im(z)<br />
Re(z + 1 – i) = –4<br />
h<br />
Im(z)<br />
3<br />
Re(z)<br />
–5<br />
Re(z)<br />
–4<br />
2 a<br />
Im(z)<br />
i<br />
Im(z)<br />
Re(z)<br />
5<br />
(–2, 2 )<br />
–4<br />
Im(z) = –4<br />
Re(z)<br />
b<br />
Im(z)<br />
j<br />
Im(z)<br />
5<br />
2<br />
Im(z)<br />
5<br />
2<br />
5<br />
2<br />
Re(z)<br />
–2<br />
Re(z)<br />
c<br />
Im(z)<br />
3 a<br />
Im(z)<br />
4 Im(z – 3i) = 1<br />
Re(z)<br />
π<br />
4<br />
Re(z)<br />
d<br />
Im(z)<br />
b<br />
Im(z)<br />
Re(z)<br />
π<br />
4<br />
Re(z)<br />
–5<br />
Im(z + 2i) = –3<br />
e<br />
Im(z)<br />
c<br />
Im(z)<br />
5 Im(z + 1) = 6<br />
Re(z)<br />
π<br />
6<br />
Re(z)<br />
f<br />
Im(z)<br />
d<br />
Im(z)<br />
Re(z)<br />
Im(z – 2 + 3i) = 0<br />
–3<br />
π<br />
6<br />
Re(z)<br />
g<br />
Im(z)<br />
e<br />
Im(z)<br />
(3, –4)<br />
Re(z)<br />
π<br />
3<br />
Re(z)<br />
568<br />
Specialist Maths Dimensions Units 3 & 4