4x Tommy wants to buy roses and daisies for his mom and sisters. Roses cost 4 and daisies cost 3 Tommy wants to buy at m 14 flowers and can only spend up to 32 Given a represents the number of roses and y represents the number of daisies, complete the statement below for the two inequalities to represent this situation. x+ysquare 14 3vee +4vee leqslant 32

This question is about linear inequalities. Tommy wants to buy roses and daisies, with roses costing $4 each and daisies costing $3 each. He wants to buy at most 14 flowers and can spend up to $32. <br /><br />The first inequality represents the total number of flowers Tommy wants to buy. Since he wants to buy at most 14 flowers, the sum of the number of roses (x) and the number of daisies (y) should be less than or equal to 14. Therefore, the first inequality is x + y ≤ 14.<br /><br />The second inequality represents the total cost of the flowers. Since roses cost $4 each and daisies cost $3 each, the total cost of the flowers should be less than or equal to $32. Therefore, the second inequality is 4x + 3y ≤ 32.