(a) The can of peas can be represented by a right circular cylinder of radius r=1 in and height h=2 in. How much paper are you going to use for the label on the can of peas? (b) You earn $0.01 for recycling the can of peas in part (a). How much can you expect to earn for recycling the tomato can given that the recycle value is proportional to the surface area. Also, it is given that the tomato can be represented by a right circular of radius r=2 in and height h=5.5 in
(a) The can of peas can be represented by a right circular cylinder of radius r=1 in and height h=2 in. How much paper are you going to use for the label on the can of peas? (b) You earn $0.01 for recycling the can of peas in part (a). How much can you expect to earn for recycling the tomato can given that the recycle value is proportional to the surface area. Also, it is given that the tomato can be represented by a right circular of radius r=2 in and height h=5.5 in
Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
Problem 7ECP: The kinetic energy E of an object varies jointly with the object’s mass m and the square of the...
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(a) The can of peas can be represented by a right circular cylinder of radius r=1 in and height h=2
in. How much paper are you going to use for the label on the can of peas?
(b) You earn $0.01 for recycling the can of peas in part (a). How much can you expect to earn for
recycling the tomato can given that the recycle value is proportional to the surface area. Also, it is
given that the tomato can be represented by a right circular of radius r=2 in and height h=5.5 in
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