Answer :
Answer:
Bushes= $27
Trees= $34
Step-by-step explanation:
13 bushes and 4 trees total to $487
6 bushes and 2 trees total to $230
Let x be bushes and y be trees hence forming set of simultaneous equation then
13x+4y=487
6x+2y=230
From the second equation
3x+y=230
y=115-3x
Substituting y into first equation then
13x+4(115-3x)=487
13x+460-12x=487
x=487-460
x=27
since y=115-3x
y=115-3(27)=34