Determine the equation of the plane whose direction ratios for its normal are (–2, 1, 3) and which passes through the point (3, –6, 4).

Determine the equation of the plane that contains the points: (1,-1,0), (3,0,4), and (5,-1,2).

Find the distance between the points: (-1,0,3 ) and (3,5,7)  

Find f (1, 1)

Determine the equation of the plane whose direction ratios for its normal are (1, 1, 1) and which passes through the point (3, 4, -4).

Perform the indicated operation. Write the result in the form a + bi.(7 + 6i) – (-3 + i)

Solve the equation.x2 – x = 42

Perform the indicated operation.(2n7 + 15n6 + 2) – (4n7 + 5n6 – 19)

Perform the indicated operation. Write the answer in standard form.(1 – 4i)2

Fill in the blanks from the list of terms below.  (Use each term only once): The two primary queue operations are                               and dequeuing.     private static members last data type dequeuing subtree pointer structure return static scope resolution new head static indirect aggregation children before & friend strcpy Object-oriented first try Appending Multiple inheritance doubly-linked depth root node instantiation destructor enqueuing Memberwise assignment