For a parameterized region, this quantity is equal to the double integral of the square root of the quantity one plus the squares of partial derivatives for x and y.
For a parameterized region, this quantity is equal to the double integral of the square root of the quantity one plus the squares of partial derivatives for x and y. Another formula for calculating this quantity is equal to the double integral of the cross product of the vectors Tu and Tv over the region D. For a cone, this quantity is pi times the radius times the quantity of the radius plus the slant height. For a sphere, this quantity equals 4 times pi times the radius squared; for a square, this quantity is equal to six times the side length squared. For 10 points, name this quantity equal to the exposed area of an object.
For a parameterized region, this quantity is equal to the double integral of the square root of the quantity one plus the squares of partial derivatives for x and y.
{surface area}