a formula for determining the efficiency for jobs can be calculated using the portion of a job that was…

a formula for determining the efficiency for jobs can be calculated using the portion of a job that was completed over a period of time (p) divided by the amount of the job that should be completed on average over that time (b). the resulting value can be seen as an efficiency rate, which can also be converted to a percentage. however, for now, just calculate the rate. $\frac{p}{b}=efficiency rate$ solve for a job in which the average work team harvests 249 square feet of a field, or b, while a particular work team harvests 176 square feet of a field, or p. (you do not need to include the units. only enter the number value for an answer. round to the nearest hundredth if necessary.) review the linked section of the pre - algebra textbook for problem help.

a formula for determining the efficiency for jobs can be calculated using the portion of a job that was completed over a period of time (p) divided by the amount of the job that should be completed on average over that time (b). the resulting value can be seen as an efficiency rate, which can also be converted to a percentage. however, for now, just calculate the rate. $\frac{p}{b}=efficiency rate$ solve for a job in which the average work team harvests 249 square feet of a field, or b, while a particular work team harvests 176 square feet of a field, or p. (you do not need to include the units. only enter the number value for an answer. round to the nearest hundredth if necessary.) review the linked section of the pre - algebra textbook for problem help.

Answer

Explanation:

Step1: Identify values of P and B

$P = 176$, $B=249$

Step2: Calculate efficiency rate

$\text{Efficiency rate}=\frac{P}{B}=\frac{176}{249}\approx0.71$

Answer:

$0.71$