# The table gives the total emissions of lead into the atmosphere for selected years.Total Lead Emissions into the AtmosphereLead, f(million tons)Year1970220.9159.71975198074.222.9198519905.019953.9(a) Find a logistic function that models the data. (Align the input data so that t 0 in 1970. Round all numerical values to three decimal places.)f(t)(b) Estimate the location of the inflection point. (Round your answer to the nearest integer.)t =(c) Indicate where the curve is concave up and where it is concave down.OThe curve is concave down when t is less than the inflection point and is concave up when t is greater than the inflection point.OThe curve is concave up when t is less than the inflection point and is concave down when t is greater than the inflection point.

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Step 1

(a) Let us align the input data so that t = 0 in 1970.

Step 2

The logistic model is shown below:

Step 3

(b) Inflation point is where the curvature of the graph changes direction. Here, we can see that at t = 8 the graph changes dire...

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