1. $1000 is invested in account which offers 1.25%, compounded continuously. Determine how much is in the account after a) 5 years, b) 10 years, c) 30 years,and d) 35 years. Round to thenearest cent.

2. Solve the equation: πππ5(18βπ₯2)=πππ5(6βπ₯).

3.For π(π₯)=4βπ₯;π(π₯)=1βπ₯2ππππ:π)(πβπ)(β3);π)(πβπ)(12).

4.If possible, find the inverse of π(π₯)=π₯β23+4.

5. Find all real solutions for: βπ¦3+4π¦π¦2β9=4π¦.

6. Solvethe rational inequality. Express your answer using interval notation;4π₯π₯2+4β₯0.

7. Find all real solutions for: 3(π¦2β3)2β2=10.

8. Use the give complex numbers for:π)π§π§;π)π€π§βΆβ·π§=4π,π€=2β2π.

9. a) Find x-and y-intercepts, if they exist;b) Determine the domain and range; c) List the intervals on which the function is increasing, decreasing or constant for: π(π₯)=|π₯+4|π₯+4.

10. a) Find the point-slope form and b) the slope-intercept form of the line with the given slope and passing through the given point: π=23,π(β2,1).Instructions: Please ensure you submit a version that Ican read, (pdf, jpeg, doc, png are readablefor me.