The graph of y=f(x) is transformed to y=f(-3x+21) +9. If (-18, 24) is a point on...

 

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The graph of y=f(x) is transformed to y=f(-3x+21) +9. If (-18, 24) is a point on the graph of y= f(x), state the coordinates of the corresponding point on the transformed graph. (4-3 marks) 11) Determine the value of k that makes the following function continuous. (1-4 marks) √√√3x-k, x<12 f(x)= 12) A pilot rents a small plane at a local airport. The airport charges a flat fee of $200, which includes up to one hour rental. Following the first hour, a rate of $100 per hour is charged. Furthermore, the airport offers a 5% discount on rentals for 3 hours or more. Determine al piecewise function to model the cost of renting the plane. (I-4 marks) 13) Determine the symmetry (even, odd or neither) of the function f(x)=x+3x² -7. (1-2 marks) The graph of y=f(x) is transformed to y=f(-3x+21) +9. If (-18, 24) is a point on the graph of y= f(x), state the coordinates of the corresponding point on the transformed graph. (4-3 marks) 11) Determine the value of k that makes the following function continuous. (1-4 marks) √√√3x-k, x<12 f(x)= 12) A pilot rents a small plane at a local airport. The airport charges a flat fee of $200, which includes up to one hour rental. Following the first hour, a rate of $100 per hour is charged. Furthermore, the airport offers a 5% discount on rentals for 3 hours or more. Determine al piecewise function to model the cost of renting the plane. (I-4 marks) 13) Determine the symmetry (even, odd or neither) of the function f(x)=x+3x² -7. (1-2 marks)

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Answer For x 12 fx 3x k For x 12 fx 2x 3k The limit from the left as x approaches 12 for the first p... View the full answer