An object thrown upward on Jupiter with an initial velocity of 9 m/s. Its height in...

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An object thrown upward on Jupiter with an initial velocity of 9 m/s. Its height in metres after t seconds is given by x(t) = 9 - 12.975t² (a) Fill in the table below, correct to 2 decimal places. Time Interval Average Velocity [5,6] [5,5.1] [5,5.01] [5, 5.001] [5, 5.0001] [5, 5.00001] Number Number Number Number Number Number (b) From your answers in part (a), what does the instantaneous velocity at t = 5 s appear to be? Number Starting with the graph of cos(x), write the equation of the graph the results from the following transformations: 1. Reflect across the y-axis 2. A shift of 2 units down 3. A shift of 2 units left An object thrown upward on Jupiter with an initial velocity of 9 m/s. Its height in metres after t seconds is given by x(t) = 9 - 12.975t² (a) Fill in the table below, correct to 2 decimal places. Time Interval Average Velocity [5,6] [5,5.1] [5,5.01] [5, 5.001] [5, 5.0001] [5, 5.00001] Number Number Number Number Number Number (b) From your answers in part (a), what does the instantaneous velocity at t = 5 s appear to be? Number Starting with the graph of cos(x), write the equation of the graph the results from the following transformations: 1. Reflect across the y-axis 2. A shift of 2 units down 3. A shift of 2 units left

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1 in order to get the average velocity at said time interval and distances we will use the formula x... View the full answer