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A teacher has 2 packages of red, 6 packages of blue, and half a package of yellow squares. He wants to build a rectangle so that each roe is the same color. What can be the maximum number of squares per
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A teacher has 2 packages of red, 6 packages of blue, and half a package of yellow squares. He wants to build a rectangle so that each roe is the same color. What can be the maximum number of squares per row?

User Tudor
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4 because the inadequate number is shared to be overall based by 2 and 6 so in each row four would be maximized upon the number
User Martin Reiner
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