Time, t (sec) 10 15 20 22.5 30 Velocity, v(m/s) 227.04 362.78 517.35 602.97 901.67 (a) Determine the value of the velocity at t = 16 seconds using third order Lagrangian polynomial to the nearest 3...



[C]  The upward velocity of a jet is given as a function of time as shown below:


Time, t (sec)<br>10<br>15<br>20<br>22.5<br>30<br>Velocity, v(m/s)<br>227.04<br>362.78<br>517.35<br>602.97<br>901.67<br>(a) Determine the value of the velocity at t = 16 seconds using third order Lagrangian polynomial to the<br>nearest 3 significant figures.<br>m/s.<br>(b) Find the absolute relative approximate error for the third order polynomial approximation to the nearest 3<br>significant figures.<br>percent.<br>(c) Using the third order polynomial interpolant for velocity, find the distance covered by the jet from t = 11<br>seconds to t = 16 seconds to the nearest four significant figures.<br>metres.<br>(d) Using the third order polynomial interpolant for velocity, find the acceleration of the jet at t = 16 seconds<br>to the nearest four significant figures.<br>metres per square seconds.<br>

Extracted text: Time, t (sec) 10 15 20 22.5 30 Velocity, v(m/s) 227.04 362.78 517.35 602.97 901.67 (a) Determine the value of the velocity at t = 16 seconds using third order Lagrangian polynomial to the nearest 3 significant figures. m/s. (b) Find the absolute relative approximate error for the third order polynomial approximation to the nearest 3 significant figures. percent. (c) Using the third order polynomial interpolant for velocity, find the distance covered by the jet from t = 11 seconds to t = 16 seconds to the nearest four significant figures. metres. (d) Using the third order polynomial interpolant for velocity, find the acceleration of the jet at t = 16 seconds to the nearest four significant figures. metres per square seconds.

Jun 05, 2022
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