Q1 - Multiplying both equations Work these simultaneous equations out
on paper and write down your answers.
p =
2p + 3q
= 20
3p + 2q = 20
The cost of 2 bunches of
roses and 3 bunches of
carnations is $26.
9 =
5s + 2t = 41
S =
The cost of 5 bunches of
roses and 4 bunches of
carnations is $51.
2s + 7t = 66
t =
4a + 7b = 78
a =
Find the cost of one bunch of each.
6a + 9 = 108
b
Il
1 bunch of roses is $
5m + 6 = 70
m =
9m + 9n = 117
n =
[8]
1 bunch of carnations is $
Mark it