1. Convert the cartesian point (-2v3,2) into its polar form. List all possible representations. 2. Write the equation of the circle (x - 3)2 + (y + 4)? = 25 into its polar form r = p(0)3. Graph the polar curve r = 4sin(30) and find the area of one of the petals of the flower. 4. Graph the polar flower r = 5 cos(30) and find the area of the flower.5. Graph the polar curve r = 4 + 8 cos() and find the area inside the inner loop. 6. Graph the polar curve r = 3 -6 sin(@) and find the area inside the outer loop