x Shyann is ordering a flower arrangement with roses and carnations. She doesn't want to spend more than 48 on the arrangement. Roses cost 6 each and camations cost 3 =the number of roses =the number of carnations Vhich inequality in standard form represents this situation? A 6x+3ylt 48 B 3x+6yleqslant 48 C 6x+3yleqslant 48 D 6x+3ygeqslant 48

To represent the situation with an inequality in standard form, we need to consider the cost of each type of flower and the total amount Shyann can spend.<br /><br />Let's denote:<br />- \( x \) as the number of roses<br />- \( y \) as the number of carnations<br /><br />Given:<br />- Roses cost $6 each<br />- Carnations cost $3 each<br />- Shyann doesn't want to spend more than $48<br /><br />The total cost of the roses and carnations should not exceed $48. Therefore, the inequality representing this situation is:<br /><br />\[ 6x + 3y \leq 48 \]<br /><br />So, the correct answer is:<br /><br />C. \( 6x + 3y \leq 48 \)