Answer:
Explanation:
Let's say R is roses, L is lilies, and O is orchids.
R = 2L
O = R + 5
R + L + O = 45
Let's substitute the second equation into the third:
R + L + (R + 5) = 45
2R + L = 40
Now substitute the first equation:
2(2L) + L = 40
4L + L = 40
5L = 40
L = 8
Therefore:
R = 2L = 16
O = R + 5 = 21
There are 16 roses, 8 lilies, and 21 orchids.