The squares on a mat are arranged in the following order color pattern; blue, green, red, yellow, brown, purple. If the mat has 64 squares, what is the greatest number of blue squares the mat will have?
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Blue green red yellow brown purple -- 6
Blue green red yellow brown purple --12
Blue green red yellow brown purple --18
Blue green red yellow brown purple --24
Blue green red yellow brown purple --30
Blue green red yellow brown purple --36
Blue green red yellow brown purple --42
Blue green red yellow brown purple --48
Blue green red yellow brown purple --54
Blue green red yellow brown purple --60
Blue green red yellow -- 64
maximum number of blue squares -- 11
Blue green red yellow brown purple --12
Blue green red yellow brown purple --18
Blue green red yellow brown purple --24
Blue green red yellow brown purple --30
Blue green red yellow brown purple --36
Blue green red yellow brown purple --42
Blue green red yellow brown purple --48
Blue green red yellow brown purple --54
Blue green red yellow brown purple --60
Blue green red yellow -- 64
maximum number of blue squares -- 11
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The answer is 11. If you divided 64 by 6(as there are six colors), then you will get 10.something. But there are still 4 squares left, in which blue is the first, so it means that the color blue comes 11 times maximum
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