Respuesta :
Answer:
let x be the number of roses and y the number of daisies
x+y= 9 ( flowers)
3*x will be the cost of the roses
2*y will be the cost of daisies
then 3x+2y= 25 $ ( the cost of the 9 flowers)
therefore the 2 equations
x+y= 9
3*x+ 2*y= 25
solution of the two equations:
we multiply the 1st equation by 2
2x+ 2y= 18
3x+2*y= 25
2nd equation minus 1st equation we will have:
x= 7 therefore y=2
Step-by-step explanation:
Answer:
3r+2d=25
r+d=9
r=7 d=2
Step-by-step explanation:
use second equation and solve for d then
3r+2(9-r)=25
3r+18-2r=25
r=25-18
r=7
if r+d=9 and r=7 THEN d=2