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The recommended daily calcium intake for a $20$-year-old person is$\newline$$1,000$ milligrams (mg). One cup of milk contains $299$ mg of calcium and$\newline$one cup of juice contains $261$ mg of calcium. Which of the following$\newline$inequalities represents the possible number of cups of milk, $m$, and cups of$\newline$juice, $j$, a $20$-year-old person could drink in a day to meet or exceed the$\newline$recommended daily calcium intake from these drinks alone?$\newline$A) $299m + 261j \geq 1,000$$\newline$B) $299m + 261j > 1,000$$\newline$C) $_{299}m + _{261}j \geq 1,000$$\newline$D) $_{299}m + _{261}j > 1,000$