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Answer:
To find the value of y, we need to substitute the given values of x into the function F(x) and solve for y.
Given:
F(x) = √(2x - 4)
x = 0, 1, 2, 3, 7, 5
Substituting the values of x into the function:
For x = 0:
F(0) = √(2(0) - 4) = √(-4) = 2i
For x = 1:
F(1) = √(2(1) - 4) = √(-2) = i√2
For x = 2:
F(2) = √(2(2) - 4) = √(0) = 0
For x = 3:
F(3) = √(2(3) - 4) = √(2) = √2
For x = 7:
F(7) = √(2(7) - 4) = √(10) = √10
For x = 5:
F(5) = √(2(5) - 4) = √(6) = √6
Therefore, the values of y corresponding to the given values of x are:
y = {2i, i√2, 0, √2, √10, √6}