7. For the parabola defined by the quadratic function( )1543 2 +−−= xy , determine the following. K (5)a. Does it have a maximum or minimum value? ___________b. What is the maximum/minimum y– value? ____________c. For what x–value does the maximum/minimum value occur? ______________d. What are the co–ordinates of the vertex? ____________e. What is the equation of the axis of symmetry? __________8. Use the quadratic formula to solve each of the following forx . Use two decimal places where necessary.K (5)0153 2 =++ xx9. Given( )25 4g x x x= − , determine each of the following. K (5)a.( )2g b.( )3g x −
10. Frank’s parents invested $4000 by opening an account in his name when he was fist born.The account paid interest at 5%/a compounded semi–annually. A (3)
a. How much could Frank withdraw on his sixteenth birthday?b. How much of the withdrawal is interest?
11. A pine tree casts a 31–meter shadow when the angle of elevation from the ground to the top of the tree is 40o. Find the height of the pine tree to two decimal places. Include a diagram. A (4)
14. Ted hit a baseball. The height,h , of the ball above ground, in metres, at any time,t , in seconds is given by the equation,1205 2 ++−= tth . Complete the square and expressh in the form,( ) qptah +−= 2 . Then, use your answer to answer the questions below. A (10)
a. Determine the maximum height reached by the ball. __________b. How long does it take the ball to reach its maximum height? _________c. From what height above the ground did Ted hit the ball? _________
15. Two boats at location P and Q are being tracked by a satellite located at R.Using the information in the diagram, find the distance between the two boats, PQ, to the nearest kilometre. A (5)
16. Given the trigonometric function( )160sin3 ++= xy ;Draw a sketch, then graph. . A (5)km15PQR107km10
17. Determine an equation if the given base graph has been transformed as follows. K (6)
a)cosy x= stretched vertically by a factor of 4, translated60 to the left,and 5 units downward. ________________________b)siny x= compressed vertically by a factor of31 , translated120 to the right,and 5.5 units upward. ________________________20. For the sinusoidal function given below, determine the following. A (5)Scale: I unit horizontally is60a. period __________ b. amplitude ___________ c. vertical displacement _____________________21. If the above function is a cosine function, determine a possible equation in the form,( ) dcxbay ++= cos .A (3)360360− 

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