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Solve: |z|+2=5.
z=-1, 3
z=2, 3
z=3, -3
Solve: ∣x2−4∣=3\left|x^2-4\right|=3∣∣x2−4∣∣=3.
x=-1,1
x=-2/3, -4
x=-5/3, -1
Solve: x+2=|2x+3|.
x=-1, 2
Solve: |3x-3|=3/2.
x=-1
x=-2
x=1/2
Solve: |2x+2|=x+4.
x=-2, 2
Solve: |x+1|=4.
x=3
x=2i
Solve: |z+10|=5.
z=-i
z=-2i
z=-5
Is the sentence true or false?
z=5 is the solution of 3|z-1|-1=11.
True
False
Solve: |x-1|=|2x+3|.
Solve: |x-6|=|x|.
It is done.