Section 9.3: Problem 10 (1 point) Find a polar equation of the form r = f() for the curve represented by the Cartesian equation r = 3. Note: Since 0 is not a symbol on your keyboard, use t in place of 0 in your answer.Section 9.3: Problem 11 1 point) A curve with polar equation 7 T = 4 sin 8 + 17 cos 0 represents a line. This line has a Cartesian equation of the form y = ma + 6 , where m and b are constants. Give the formula for y in terms of c. For example, if the line had equation y = 21 + 3 then the answer would be 2 * x + 3 .\fSection 9.3: Problem 7 (1 point) The equation r = 7 cos 0 represents a circle. Find the cartesian coordinates of the center: YE = and the radius: r =Section 9.3: Problem 8 {1 point] The equation :- = Saint\"? represents a circle. Find the cartesian coordinates of the center. :8 and the radius: r = C] Section 9.3: Problem 9 1 point) The equation r = 2 sin 8 + 2 cos 0 represents a circle. The cartesian equation has the form: (x - A) + (y - B) = R where A = B and the radius: R =