The rational function
V(t)=(390t)/(t+4)
models the velocity, V(t), in miles perfour, of a dragster t seconds since it starts its quarter-mile run. The integral of the velocity function from time t=a to time t=b, gives the total distance traveled by the dragster through the time interval a to b. If the driver changes the dragster's velocity function from its current function to
V(t)=(391t)/(t+4)
What is the difference in the distance covered in the first 10 seconds of the dragster's run? Round to 2 decimal places.
The rational function
Vt=t+4
models the velocity, V (t), in miles perhour, of a dragster t seconds since it starts its quarter-mile run. The integral of the velocity function from time t=a to time t=b,gives the total distance traveled by the dragster through the time interval a to b. If the driver changes the dragster's velocity function from its current function to 391t Vt= t+4 what is the difference in the distance covered in the first 10 seconds of the dragster's run? Round to 2 decimal places.
miles