The greatest value in the range of y=-5x+3 for the given domain {-2, 0, 1, 3} is 13 when x = -2.
The greatest value in the range of y = -5x + 3 for the domain {-2, 0, 1, 3} can be found by substituting each value of x into the equation and calculating the corresponding y value. The highest y value represents the greatest value in the range. Let's calculate:
Therefore, the greatest value in the range is 13 when x = -2.
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Answer: 615.44 because area of a circle=pi×radius^2