Eliminate the parameter in the parametric equations x(t) = –7t – 2 and y(t) = Vt – 8 to find a Cartesian equation. Select the correct answer below: O x= -7y2 – 112y – 450 O y = -7x2 – 112x – 450 O x= -7y? – 58 O y= -7x2 – 58
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- From the two parametric equations below, find dydx x = (2 − 3t)/ (1 + t), y =(3 + 2t)/(1 + t)Suppose a ball is hit with a horizontal velocity of 80 ft/sec and an initial upward velocity of 90 ft/sec. The parametric equations (without regard for air resistance) for position (x,y) at time t seconds are: x(t)=80t y(t)=90t−16t^2 d. A 25-foot high fence is at x=400 ft. According to this parametric function, will the ball go over the fence, hit the fence, or hit the ground before reaching the fence? e. At what time does the ball reach its maximum height ? What is the horizontal distance at this time?1) A hiker in the woods travels along the path described by the parametric equations X = 80 − 0.7T Y= 0.3T A bear leaves another area of the woods to the west and travels along the path a) b) X= 0.2TY= 20 + 0.7T Do the paths of the hiker and bear cross? Do the hiker and bear collide?
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