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Solve the given problems. (1 point) Consider the function f(x, y) = exp[-8(x] + )?)]. On a piece of paper, find and sketch the largest

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Solve the given problems.

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(1 point) Consider the function f(x, y) = exp[-8(x] + )?)]. On a piece of paper, find and sketch the largest possible domain of the function. Then choose the shape of this domain. Largest possible domain is The region inside a circle, not including the circle If the domain of the function is as large as possible, find the range of the function. Range is (0,1] (Enter your answer using interval notation). On a piece of paper, sketch a set of level curves / (x. y) = c with equidistant values of c, all on the same set of axes. Try to visualize the shape of the graph of the function. Then choose the shape of the level curves. Level curves are A collection of unequally spaced concentric circles ; When sketching level curves / (x, y) = c. what values of c are possible? Possible values of c are (0,1] (Enter your answer using interval notation).(1 point) Consider the fun On a piece of paper, find a All of the xy-plane outside a circle, not including the circle the shape of this domain. All of the xy-plane outside a circle, including the circle Largest possible domain i v The region inside a circle, not including the circle The region inside a circle, including the circle If the domain of the functi One quadrant, possibly including one or both axes Range is (0,1] Two quadrants, possibly including one or both axes (Enter your answer using A line Two lines On a piece of paper, sketo The entire xy-plane the same set of a Try to visualize the shape The entire xy-plane except for a line Level curves are A colle The entire xy-plane except for two lines None of the above When sketching level curv Possible values of c are (0,1] (Enter your answer using interval notation).(1 point) Consider the function f(x, y) = exp[-8(x2 + )?)]. On a piece of paper, find and sketch the largest possible domain of the function. Then choose the shape of this domain. Largest possible domain is The region inside a circle, not including the circle If the domain of the function is as large as possible, find the range of the function. Range is (0,1] (Enter your ans A collection of equally spaced parallel lines A collection of unequally spaced parallel lines On a piece of p A collection of intersecting lines values of c, all on the same set of axes, Try to visualize of the level curves. A collection of equally spaced concentric circles Level curves an

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