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Draw a Cayley diagraph for Z; using generators {2.5} =...

Question

Draw a Cayley diagraph for Z; using generators {2.5} =

Draw a Cayley diagraph for Z; using generators {2.5} =



Answers

Sketch the given plane. $$z=2$$

OK, do we want to get off the falling flip? No, here that we have the marginalised is less than two. So it starts by drawing out when arm arduous is equal to one. So that's but to, um to I minus two and minus Still. So we're gonna draw out a dotted circle since we don't want to include, um, our values on our circle, which is what arm arduous is equal to two. Here, we only have less than two, so that's every value inside this circle circle.

It is given that more less offset physical Toby fight. We need to bloat the graph of the complex number, which having more less fight if said is equal to be explicit. Item be. Then we get more less upset. Physical Toby scared off facts care plus y scale. So we have scared off facts. Care. Plus why scared is he called Toby Fight, which is equal to be ex care plus my skin physical Toby. Five skills. So we get a circle of Radius five. Now the complex number, which having more or less said that is absolute value, is equal to five. The graph we'll look like as now, from the graph, we can see that there are in finite number of complex numbers which, having absolute value fight.


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