- #1
- 58
- 0
Given (a,b) is the coordinate just like (x,y). Find equation Zo and coordinate (a,b) ?
Please help me
Thank you in advance.
Last edited:
Can you tell me where does (a,b) = ( 2,1.8 ) come from ?Is the answer $z_o = (1,1)$ or simply $1+i$ and $(a, b)=(2, 1.8) $ ? Not sure about b though
We are given the inequality $\operatorname{Re}z\ge b$ and in the graph we can see that the shaded area is to the right of the imaginary axis.I am really struggle with question 2 on how to find (a,b) I am not sure that b = 1.8 is correct or not
So ( a,b ) is equal to ( 2,0 ) right ?We are given the inequality $\operatorname{Re}z\ge b$ and in the graph we can see that the shaded area is to the right of the imaginary axis.
Therefore $b=0$.
Yes.So ( a,b ) is equal to ( 2,0 ) right ?
Sir you are saying that Re(z) = 0 that means z =0 + i y means z will lie on imazinary axis but from the graph z lies in 1st and 4th quadrants except inside the circle. How is this possible?We are given the inequality $\operatorname{Re}z\ge b$ and in the graph we can see that the shaded area is to the right of the imaginary axis.
Therefore $b=0$.
On question one Zo is equal to (1,1) right ?Yes.
We don't have $\operatorname{Re}(z)=0$ for the shaded area. Instead we have $\operatorname{Re}(z)\ge 0$.Sir you are saying that Re(z) = 0 that means z =0 + i y means z will lie on imazinary axis but from the graph z lies in 1st and 4th quadrants except inside the circle. How is this possible?
I'd make it $z_0=1+i$, since $z_0$ is an imaginary number.On question one Zo is equal to (1,1) right ?