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Math Question

A customer paid a total of \( \$ 6.00 \) for 68 copies at a print shop. Some of the copies were black-and-white copies, and the rest were color copies. - Each black-and-white copy cost \( \$ 0.08 . \) - Each color copy cost \( \$ 0.15 . \) Which system of equations can be used to find \( b \), the number of black-and-white copies, and \( c \), the number of color copies that the customer paid for at the print shop? A \( b+c=6.00 \) \( 0.08 b+0.15 c=68 \) B \( b+c=68 \) \( 0.15 b+0.08 c=6.00 \) c \( b+c=6.00 \) \( 0.15 b+0.08 c=68 \) D \( b+c=68 \) \( 0.08 b+0.15 c=6.00 \)

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