Using and geological data, the management of an oil company estimates that oil will be pumped from a producing fiold at a rate given by the following 70 t+7 R() is the rate of producetion (in thousands of barrels per year) t years afer pumping begins. Find the area between the graph of R and the taxis over the interval 4,10] and interpret the results. The area is approximately square units. (Round to the nearest integer as needed,) Choose the correct interpretation of the results below A. Total production from the end of the B. Total production from the end of the first year to the end of the fifteenth year will be approximately 72 thousand barrels. fourth year to the end of the tenth year will be approximately 72 thousand barrels. O C. it will take approximately 72 years after pumping begins to reach a thousand barrels. O D. It will take approximately 73 years after pumping begins to reach a thousand barrels.
Show transcribed image textUsing and geological data, the management of an oil company estimates that oil will be pumped from a producing fiold at a rate given by the following 70 t+7 R() is the rate of producetion (in thousands of barrels per year) t years afer pumping begins. Find the area between the graph of R and the taxis over the interval 4,10] and interpret the results. The area is approximately square units. (Round to the nearest integer as needed,) Choose the correct interpretation of the results below A. Total production from the end of the B. Total production from the end of the first year to the end of the fifteenth year will be approximately 72 thousand barrels. fourth year to the end of the tenth year will be approximately 72 thousand barrels. O C. it will take approximately 72 years after pumping begins to reach a thousand barrels. O D. It will take approximately 73 years after pumping begins to reach a thousand barrels.
thousand barrels/year, t years after production begins. Find the amount of oil that the field can be expected to yield during the first 10 years of production, assuming that the projection holds true. (Round your answer to the nearest thousand barrels.)