(1) A farmer wants to plant three rectangular fields so that the widths are the same. The areas of the fields, in square yards, are given by the expressions 15x^(2)y, 12xy^(2), and 6xy. What is the greatest possible with of the fields if x=4 and y=3? (1) A farmer wants to plant three rectangular fields so that the widths

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(1) A farmer wants to plant three rectangular fields so that the widths are the same. The areas of the fields, in square yards, are given by the expressions 15x^(2)y, 12xy^(2), and 6xy. What is the greatest possible with of the fields if x=4 and y=3? (1) A farmer wants to plant three rectangular fields so that the widths are the same. The areas of the fields, in square yards, are given by the expressions 15x^(2)y, 12xy^(2), and 6xy. What is the greatest possible with of the fields if x=4 and y=3?

Expert Answer

Let's start by finding the widths of the three fields: Field 1: width = View the full answer