h 7. For a dropped object, the function t(h) = can be used to find the distance, h, in feet, 16 Test #1 Review that the object has fallen after a time, t, in seconds. How far has the object fallen after 1.6 seconds?1. For the graph, find the indicated information. Write answers in interval notation where appropriate. f (5): \"Intervals Increasing: Coordinates of the x-intercepts: Intervals Decreasing: Coordinates of the y-intercept: Interval Constant: Domain: Relative Maximum: Range: Relative Minimum: 4. State whether each relation is symmetric with respect to the x-axis, y-axis, the origin or none of these. Then state whether each function is even, odd or neither. State if the relation is not a function. Finally, state the equation of each of the functions. A. B. C. D. 2. Find 2), f(0), rm, and f(-3) 4 V / 3. Algebraically determine whether each of the following functions are even, odd or neither. A. k(x) = 5x x3 + 1 B. p(x) = x4 3 5. A. Write the equation including the transformations of the function. Then graph the function. The shape of f(x) = x2, horizontally stretched by a factor of 2 & shifted down 3. B. Write a description of the transformations of the function. Then write the equation including the transformations of the function. C. Write a description of the transformations of the function f(x) = - 1/2 x . Graph the function based on the transformations. D. Given the graph of f(x), graph f(x + 2) -3 . 6. State the domain of each of the following (Use interval notation): a(x) = 3x 4 f(X) = 3x+6 g(x) = 2x2 5x +1 Math 1314 page 4 h 7. For a dropped object, the function f(h) = can be used to find the distance, h, in feet, 16 that the object has fallen after a time, t, in seconds. How far has the object fallen after 1.6 seconds? 8. If a ball is dropped off a building, the time it takes (seconds) to fall d meters is approximately d given by t(d) =. If a ball is dropped off a 600-metertall building, how long will it take until _ 5 it hits the ground? Round to the nearest second