Consider the following parametric equations, x = - 4t, y = 5t + 12; 10 s t s 10. Complete parts (a) through (d) below. a. Make a brief table of values of t, x, and y. t | m 4 o 2 w x(t) | W) | _ (Type integers or decimals.) b. Plot the (x, y) pairs in the table and the complete parametric curve, indicating the positive orientation (the direction of increasing t). OA OB 0c on c. Eliminate the parameter to obtain an equation in X and y. d. Describe the curve. 0 A. A line segment rises from right to left as t increases 0 B. A line segment falls from left to right as t increases 0 C. Aline segment rises from left to right as t increases 0 D. A line segment falls from right to left as t increases