An object is traveling in a linear path. In the following table, you have times, t, in seconds and velocities, v, in meters/second for this object over its first 30 second period. a. Draw a velocity vs. time graph representing the information in this table. b. Set up the exact calculation for Simpson’s Rule describing how far the object has traveled in the first 30 seconds. c. Use your expression for Simpson’s Rule in part b and your calculator to approximate an answer to how the object traveled in the first 30 seconds, accurate to the nearest meter.
An object is traveling in a linear path. In the following table, you have times, t, in seconds and velocities, v, in meters/second for this object over its first 30 second period. a. Draw a velocity vs. time graph representing the information in this table. b. Set up the exact calculation for Simpson’s Rule describing how far the object has traveled in the first 30 seconds. c. Use your expression for Simpson’s Rule in part b and your calculator to approximate an answer to how the object traveled in the first 30 seconds, accurate to the nearest meter.
Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
Problem 60SE: The formula for the amount A in an investmentaccount with a nominal interest rate r at any timet is...
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An object is traveling in a linear path. In the following table, you have times, t, in seconds and velocities, v, in meters/second for this object over its first 30 second period.
a. Draw a velocity vs. time graph representing the information in this table.
b. Set up the exact calculation for Simpson’s Rule describing how far the object has traveled in the first 30 seconds.
c. Use your expression for Simpson’s Rule in part b and your calculator to approximate an answer to how the object traveled in the first 30 seconds, accurate to the nearest meter.
d. What part of your graph represents the numerical answer you calculated in part c?
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