Zbiory do naszkicowanie
: 11 paź 2007, o 21:59
Naszkicuj zbiory (prosze o podanie rownan dla tych zbiorow)
1.\(\displaystyle{ D=\lbrace z \in C :|z|>|z+1| \rbrace}\)
2.\(\displaystyle{ E=\lbrace z \in C :|z-2-3j|>1 \rbrace}\)
3.\(\displaystyle{ F=\lbrace z C : 1 qslant |z-2j| qslant 3 \frac{\pi}{6} qslant \frac{\pi}{3} \rbrace}\)
4.\(\displaystyle{ G=\lbrace z C : Re(z^2) = 2 (Im(z+j))^2=1 \rbrace}\)
5.\(\displaystyle{ H=\lbrace z C : \frac{|z+j-1|}{|z+2j|} qslant 1 \frac{\pi}{2} qslant Arg(\frac{z}{j}) qslant \pi \rbrace}\)
6.\(\displaystyle{ I=\lbrace z C : Im(z) qslant (Re(z+3))^2 Arg(z) qslant \frac{\pi}{4} + Arg(1-j) \rbrace}\)
1.\(\displaystyle{ D=\lbrace z \in C :|z|>|z+1| \rbrace}\)
2.\(\displaystyle{ E=\lbrace z \in C :|z-2-3j|>1 \rbrace}\)
3.\(\displaystyle{ F=\lbrace z C : 1 qslant |z-2j| qslant 3 \frac{\pi}{6} qslant \frac{\pi}{3} \rbrace}\)
4.\(\displaystyle{ G=\lbrace z C : Re(z^2) = 2 (Im(z+j))^2=1 \rbrace}\)
5.\(\displaystyle{ H=\lbrace z C : \frac{|z+j-1|}{|z+2j|} qslant 1 \frac{\pi}{2} qslant Arg(\frac{z}{j}) qslant \pi \rbrace}\)
6.\(\displaystyle{ I=\lbrace z C : Im(z) qslant (Re(z+3))^2 Arg(z) qslant \frac{\pi}{4} + Arg(1-j) \rbrace}\)