Question: A circular vent pipe is placed on a flat roof. 12 in (a) Write an equation of the circular cross section that the pipe

A circular vent pipe is placed on a flat roof. 12 in (a) Write an equation of the circular cross section that the pipe makes with the roof. Assume that the origin is placed at the center of the circle. Write the equation in standard form. (b) Now suppose that the pipe is placed on a roof with a slope of 1 3 What shape will the cross section of the pipe form with the plane of the roof? (c) Determine the length of the major and minor axes. Find the exact value and approximate to 1 decimal place if necessary. Part: 0/4 Part 1 of 4 (a) Write an equation of the circular cross section that the pipe makes with the roof. Assume that the origin is placed at the center of the circle. Write the equation in standard form. The equation of the circular cross section that the pipe makes with the roof is 0-0 0 0 X

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