For a new machine shop employee, the rate of production for a specialized part is modeled by the function (production increases quickly with experience), where represents the number of parts completed per day. The area under this curve in the interval represents the total number of parts produced in the first two days. Using the rectangle method results in the expression . Find the number of parts produced by applying the summation properties/formulas and taking the limit as n $\rarr$$\infty$.
A) 11 parts
B) 9 parts
C) 7 parts
D) 5 parts

Question

For a new machine shop employee, the rate of production for a specialized part is modeled by the function  (production increases quickly with experience), where  represents the number of parts completed per day. The area under this curve in the interval  represents the total number of parts produced in the first two days. Using the rectangle method results in the expression  . Find the number of parts produced by applying the summation properties/formulas and taking the limit as n $\rarr$$\infty$.
A) 11 parts 
B) 9 parts 
C) 7 parts 
D) 5 parts

Quizplus · Accepted Answer

The Answer of For a new machine shop employee, the rate of production for a specialized part is modeled by the function  (production increases quickly with experience), where  represents the number of parts completed per day. The area under this curve in the interval  represents the total number of parts produced in the first two days. Using the rectangle method results in the expression  . Find the number of parts produced by applying the summation properties/formulas and taking the limit as n $\rarr$$\infty$.
A) 11 parts 
B) 9 parts 
C) 7 parts 
D) 5 parts

For a New Machine Shop Employee, the Rate of Production →\rarr→

For a New Machine Shop Employee, the Rate of Production $\rarr$