Solve the problem.
-The polynomial $0.041 \mathrm{~h}-0.018 \mathrm{~A}-2.69$ can be used to estimate the lung capacity, in liters, of a female with height $\mathrm{h} \mathrm{cm}$ and age A years. Find the lung capacity of a 50-year- old woman who is $173 \mathrm{~cm}$ tall. Round to the nearest liter.
A) 11 liters
B) -4 liters
C) 59 liters
D) 4 liters

Question

Quizplus · Accepted Answer

To find the lung capacity, substitute $h = 173$ and $A = 50$ into the given polynomial: $0.041(173) - 0.018(50) - 2.69$. This simplifies to $7.093 - 0.9 - 2.69 = 3.503$, which rounds to 4 liters.

Solve the Problem 0.041 h−0.018 A−2.690.041 \mathrm{~h}-0.018 \mathrm{~A}-2.690.041 h−0.018 A−2.69 Can Be Used to Estimate the Lung Capacity, in Liters

Solve the Problem $0.041 \mathrm{~h}-0.018 \mathrm{~A}-2.69$ Can Be Used to Estimate the Lung Capacity, in Liters