An ant is climbing up a branch that is tilted 60' to the ground. It moves at a constant velocity of 0.5 chsec. Find the set of parametric equations that describes the path of the ant's travel. Assume the ant starts at the origin. 0 A. 1(1) = 0.5: and y(1) = 0.87: O B. 176) = 0.25.! and y(t) = 0.43: O C. x(t)= 0.871+0.5 and y(t)= 0.5+0.5 O D. x(t)=0.4_7t+0.5 and y(t)=0.2&+0.5 An orange rolls off a horizontal table with a speed of 0.5 ft..'sec. lt hits the ground half a second later. How high is the table? Remember that acceleration due to gravity is 32R}? . O A. 1ft. 0 B. 4ft. 0 C. 6ft. 0 D. 16ft. A soccer player strikes a ball at rest on the ground with a velocity of 30 m/s . The ball is lifted off the ground at an angle of 22. Write the parametric equations that model this situation and use them to find the approximate horizontal distance that the ball will travel before hitting the ground. Recall that g . 9.8 mis. O A. x= 27.82t, y= -4.92 +11.24t , horizontal distance = 63.71 m O B. x = 11.24t, y= -4.92 + 27.82 , horizontal distance = 63.84 m O C. x = 19.05t, y= -4.92 +11 , horizontal distance = 42.67 m O D. x = 11t, y=-4.912 +19.05t , horizontal distance = 42.79 m