Choose all that correctly interprets the relationship between x and y. Each system of equations represents the cost of flowers at a florist Red roses cost x dollars and daisies cost y dollars.
4x + 4y - 36
x + 2y - 12
Thus, red roses cost twice as much as daisies.
Red roses cost x dollars and tulips cost y dollars.
2x + 3y - 24
2x + y - 16
Thus, red roses cost 50 percent more than tulips.
White roses cost x dollars and red roses cost y dollars.
2x + y - 22
x + 3y - 26
Thus, white roses cost twice as much as red roses
Tulips cost x dollars and daisies cost y dollars.
2x + 3y = 17
x + y = 7
Thus, tulips cost 50 percent more than daises.
White roses cost x dollars and tulips cost y dollars.
3y - 20
2x + y = 20
Thus, white roses cost twice as much a tulips.
White roses cost x dollars and daisies cost y dollars.
3x + 2y = 30
x + y - 11