Solve the problem.
-The rates of death (in number of deaths per 100,000 population) for 20-24 year olds in the United States
between 1985-1993 are given below. (Source: NCHS Data Warehouse) $$\begin{array} { c | c }
\text { Year } & \text { Rate of Death } \
\hline 1985 & 134.9 \
\hline 1987 & 154.7 \
\hline 1989 & 162.9 \
\hline 1991 & 174.5 \
\hline 1993 & 182.2
\end{array}$$ A logarithmic equation that models this data i $y = 57.76 + 48.56 \ln x$ 56 ln x where x represents the number of years since
1980 and y represents the rate of death in that year. Use this equation to predict the year in which the rate of
death for 20-24 year olds first exceeds 200.

Question

Solve the problem.
-The rates of death (in number of deaths per 100,000 population) for 20-24 year olds in the United States
between 1985-1993 are given below. (Source: NCHS Data Warehouse) $$\begin{array} { c | c } 
\text { Year } & \text { Rate of Death } \
\hline 1985 & 134.9 \
\hline 1987 & 154.7 \
\hline 1989 & 162.9 \
\hline 1991 & 174.5 \
\hline 1993 & 182.2
\end{array}$$ A logarithmic equation that models this data i $y = 57.76 + 48.56 \ln x$ 56 ln x where x represents the number of years since
1980 and y represents the rate of death in that year. Use this equation to predict the year in which the rate of
death for 20-24 year olds first exceeds 200.

Quizplus · Accepted Answer

The Answer of Solve the problem.
-The rates of death (in number of deaths per 100,000 population) for 20-24 year olds in the United States
between 1985-1993 are given below. (Source: NCHS Data Warehouse) $$\begin{array} { c | c } 
\text { Year } & \text { Rate of Death } \
\hline 1985 & 134.9 \
\hline 1987 & 154.7 \
\hline 1989 & 162.9 \
\hline 1991 & 174.5 \
\hline 1993 & 182.2
\end{array}$$ A logarithmic equation that models this data i $y = 57.76 + 48.56 \ln x$ 56 ln x where x represents the number of years since
1980 and y represents the rate of death in that year. Use this equation to predict the year in which the rate of
death for 20-24 year olds first exceeds 200.

Solve the Problem A Logarithmic Equation That Models This Data I