Identify the following scenario as either linear, exponential, or neither. Sam pays $12 per hour for guitar lessons.

Mike purchased a car worth $18,000 in the year 2008. It loses its value by 6% per year. What is the value of the car in 2020? Round your answer to the nearest whole dollar, and do not enter any decimals or commas. $[answer0]

Choose the point or points that are part of the solution to the system of inequalities shown below. A coordinate plane shows two boundary lines with shaded regions. The red line is solid and slopes upward slightly from left to right, crossing the y-axis at approximately (0, negative 1.5) and the x-axis just past (7, 0). The region above the red line is shaded red. The blue line is dashed and slopes steeply upward from left to right, crossing the y-axis at (0, negative 4) and the x-axis at approximately (1.4, 0). The region to the right of the blue dashed line is shaded blue. The two lines intersect at approximately (1, negative 1.3), forming a darker overlapping region where both shaded areas coincide.

Solve for .    [4]

What is the first term of the sequence, given and ? Enter any rational answer in the form a/b or round to the nearest thousandth. [answer0]

_____________ means a vehicle with or without motive power, other than a pole trailer: (A) designed to be drawn by a motor vehicle and to transport persons or property; and (B) constructed so that part of the vehicle’s weight and load rests on or is carried by another vehicle.

Write the equation of the line in point-slope form that passes through the point   and has a slope of    .

Solve . x=[ans0]

Solve for .    [3]

Solve the system of equations and give your answer as an ordered pair: (x,y).  Do not use spaces in your answer.  If the system has no solution, type “no solution”.  If the system has infinite solutions, type “infinite solutions”.