3.- The distances, measured in meters, of a bicycle rider from his point of origin is measured at intervals of 0.25 seco

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3.- The distances, measured in meters, of a bicycle rider from his point of origin is measured at intervals of 0.25 seco

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3 The Distances Measured In Meters Of A Bicycle Rider From His Point Of Origin Is Measured At Intervals Of 0 25 Seco 1
3 The Distances Measured In Meters Of A Bicycle Rider From His Point Of Origin Is Measured At Intervals Of 0 25 Seco 1 (21.53 KiB) Viewed 31 times
3.- The distances, measured in meters, of a bicycle rider from his point of origin is measured at intervals of 0.25 seconds, as shown below 10 R to SO 1.250 39.10 1.50 39.10 00 0.250 0.50 0.750 00 4.30 10.20 17.20 26,20 Use a third order polynomial approximation of s(t) to approximate the velocity at t=30s using Direct Fit Polynomial. Method b.- Lagrange Polynomial Method 2.
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