here the C(x) and the P(x) to complete . Thank you

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Graph P(x) and C(x) on the grid below. Use the following window settings to define your graph [10,30,1,10,25000,1000]. (3 marks) State the ation under consideration. ( 1 mark) Goal 2: Buying a Car The Brandt's also need a reliable vehicle; the loan officer has given them the formula C(x)= 19000(98)x where x is the time in years, to define the term of their loan. a. How much is the purchase price of the Brandt's vehicle? ( 1 mark) C(x)=19000(8/9)x=19000C(1)=19000(8/9)A1=16889 b. What is the annual rate of depreciation? ( 1 mark) 18/9=1r/111+8/9=1r11/9=rr=1/9=1/9=11% c. How would the equation given by the loan officer change if the Brandt's decide to take a car dealership offer that states they "don't have to pay for one full year"? Write a replacement rule for x. Call the function Q(x) and state the new function below. ( 2 marks) Q(x)=19000(111%/12)12xQ(1)=19000(111%/12)12(1)Q(1)=17012 a. Investments can often be represented in the form y=abx. State the b value of the investment above. State (and use) this b value as a fraction for the remainder of this assignment. ( 1 mark) b=(1+12.5/100)=100+125/100=112.5/100=1.125b=112.5/100 b. Determine the equation in the form P(x)=abx, where x is the time in years. State the transformation required from the basic exponential function in the form y=bx. ( 2 marks) Here the future value after years X is P(x) The investment amount =1000S P(x)=1000$x(112.5/100)x Graph P(x) and C(x) on the grid below. Use the following window settings to define your graph [10,30,1,10,25000,1000]. (3 marks) State the ation under consideration. ( 1 mark) Goal 2: Buying a Car The Brandt's also need a reliable vehicle; the loan officer has given them the formula C(x)= 19000(98)x where x is the time in years, to define the term of their loan. a. How much is the purchase price of the Brandt's vehicle? ( 1 mark) C(x)=19000(8/9)x=19000C(1)=19000(8/9)A1=16889 b. What is the annual rate of depreciation? ( 1 mark) 18/9=1r/111+8/9=1r11/9=rr=1/9=1/9=11% c. How would the equation given by the loan officer change if the Brandt's decide to take a car dealership offer that states they "don't have to pay for one full year"? Write a replacement rule for x. Call the function Q(x) and state the new function below. ( 2 marks) Q(x)=19000(111%/12)12xQ(1)=19000(111%/12)12(1)Q(1)=17012 a. Investments can often be represented in the form y=abx. State the b value of the investment above. State (and use) this b value as a fraction for the remainder of this assignment. ( 1 mark) b=(1+12.5/100)=100+125/100=112.5/100=1.125b=112.5/100 b. Determine the equation in the form P(x)=abx, where x is the time in years. State the transformation required from the basic exponential function in the form y=bx. ( 2 marks) Here the future value after years X is P(x) The investment amount =1000S P(x)=1000$x(112.5/100)x