Question 1057852: Function. V(t)=-3t^2+140t+824 models the numbers (in thousands), V(t), of murders committed in a certain state in the United states t years after 1960. Let t=0 represent 1960, t=1 represent 1961, and so.
a. Determine the year in which the most violent crimes were committed. b. Approximately how many violent crimes were committed during this year? c. Using a graphing calculator, graph V(t). Were the number of violent crimes increasing or decreasing during the years 2000 to 2005?
Found 2 solutions by josgarithmetic, MathTherapy: Answer by josgarithmetic(39617) (Show Source): Answer by MathTherapy(10552) (Show Source):
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Function. V(t)=-3t^2+140t+824 models the numbers (in thousands), V(t), of murders committed in a certain state in the United states t years after 1960. Let t=0 represent 1960, t=1 represent 1961, and so.
a. Determine the year in which the most violent crimes were committed. b. Approximately how many violent crimes were committed during this year? c. Using a graphing calculator, graph V(t). Were the number of violent crimes increasing or decreasing during the years 2000 to 2005?
Maximum number of murders occurred when 
Substitute for t in the equation to get the MAXIMUM number of murders in that year (1983). This should give you approximately 2,457.333333, or about 2,457,333 violent crimes/murders.
This is EXTREMELY high, but that's what the results "say."
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