A complex number is represented by the point X in the Argand diagram. It is given that |z – 6 – 4i| = 4. %3| (i) Sketch the locus of X. Express the Cartesian equation of this locus. (iii) Express the maximum value of arg z in the interval [-n, T].

Q: 9) Find the zeros of y = 9x? – 1.

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Q: Evaluate the given complex function f at the indicated point: *-2i f(z)=r+icos2(θ

A: Given complex number is -2i comparing with a+bi  we get  a=0, b=-2 find the modulus r given by…

Q: How many points of inflection does the function (x)=x°+ x have?

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Q: What are the two x-intercepts (also called zeros) of h(x) = 4x+5x-6? O A. (0.75, 0) and (-2, 0) O B.…

A: I use Quadratic formula to fund out zeros of equation

Q: 9. For f(x)=sin(2x+1)+2: (a) Complete a table of values for the "key" points. (c) Write a mapping…

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Q: 4) Complete the following: a) Explain how the graph of y = 2 – G(x – 4) can be obtained from the…

A: a) y=2-G(x-4) can be obtained from the graph Gb) H is an odd function and H(-2)=5c) Z is one-to-one…

Q: Determine whether the following functions are ODD/EVEN or NEITHER. i fr) = 2- r2

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Q: Given the graph: ot 구 -10 -R 10 7 Write an equation in the form f(x) = A cos(Bx – C') + D.

A: the given graph is: we have to write the equation of the given graph in the form fx=Acos(Bx-C)+D