5. (a) A curve has parametric equation X= 4+ 5 cos 3t y = 5 sin3t - 2 for t ER. i. Show that the Cartesian equation of t
Posted: Mon May 09, 2022 10:45 am
5
Please give answer in less than 20 minutes please.
Please write neat.
Please mention every part and give full step by step solution.I will rate positive.
Please please solve quickly i don't have time.
I promise i will rate positive.
5. (a) A curve has parametric equation X= 4+ 5 cos 3t y = 5 sin3t - 2 for t ER. i. Show that the Cartesian equation of the curve is a circle. Hence determine its radius and the co-ordinates of the centre. (6 marks) ii. Does the cartesian expression obtained in part (a)i represent a function? Give the reasons for your answer (2 marks) iii. Find the x-intercepts and y-intercepts of the Cartesian equation. (4 marks) iv. Sketch the curve. (2 marks)
Please give answer in less than 20 minutes please.
Please write neat.
Please mention every part and give full step by step solution.I will rate positive.
Please please solve quickly i don't have time.
I promise i will rate positive.
5. (a) A curve has parametric equation X= 4+ 5 cos 3t y = 5 sin3t - 2 for t ER. i. Show that the Cartesian equation of the curve is a circle. Hence determine its radius and the co-ordinates of the centre. (6 marks) ii. Does the cartesian expression obtained in part (a)i represent a function? Give the reasons for your answer (2 marks) iii. Find the x-intercepts and y-intercepts of the Cartesian equation. (4 marks) iv. Sketch the curve. (2 marks)