A manufacturer wishes to make a cereal box in the shape of a golden rectangle, based on the theory that this shape is the most p leasing to the average customer. If the front of the box has an area of 104 in2, what should the dimensions be? Round to the nearest inch.
1 answer:
Choices: <span>a.
7 in. x 11 in. c.
8 in. x 13 in.
b.
16 in. x 20 in. d.
6 in. x 9 in. </span> Area of a rectangle = length * width We need to get the factors of 104 in² and identify which is its length and width. 1 x 104 = 104 2 x 52 = 104 4 x 26 = 104 8 x 13 = 104 This is the correct dimension of the front of the box. Choice C. 8 inches x 13 inches
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