Two groups of people went to see Avatar in IMAX 3D. The first group spent $73.50 on two adult and
threechildren tickets. The othergroup spent $109.50 on five adult and two children tickets. What is
the cost for each type of ticket?
Respuestas
Respuesta dada por:
1
Sorry, but my english is not so good, but i hope you understandme:
2x + 3y = 73.5 ec. 1
5x + 2y = 109.5 ec. 2
if the ec. 2 is multipl by -1.5:
-7.5x - 3y = -164.25 ec. 3
The sum of ec. 1 and ec. 3:
2x + 3y = 73.5
-7.5x -3y = -164.25
-5.5x = -90.75
x = -90.75/5.5
x = 16.5
The cost for adult is $16.50
Then, on the ec. 1:
2x + 3y = 73.5
2*16.5 + 3y = 73.5
33 + 3y = 73.5
3y = 73.5 - 33
3y = 40.5
y = 40.5/3
y = 13.5
The cost for Children is $13.5 each.
Check it out on ec. 2:
5x + 2y = 109.5
5*16.5 + 2*13.5 = 109.5
82.5 + 27 = 109.5
109.5 ≡ 109.5
Regards...
2x + 3y = 73.5 ec. 1
5x + 2y = 109.5 ec. 2
if the ec. 2 is multipl by -1.5:
-7.5x - 3y = -164.25 ec. 3
The sum of ec. 1 and ec. 3:
2x + 3y = 73.5
-7.5x -3y = -164.25
-5.5x = -90.75
x = -90.75/5.5
x = 16.5
The cost for adult is $16.50
Then, on the ec. 1:
2x + 3y = 73.5
2*16.5 + 3y = 73.5
33 + 3y = 73.5
3y = 73.5 - 33
3y = 40.5
y = 40.5/3
y = 13.5
The cost for Children is $13.5 each.
Check it out on ec. 2:
5x + 2y = 109.5
5*16.5 + 2*13.5 = 109.5
82.5 + 27 = 109.5
109.5 ≡ 109.5
Regards...
steyale:
gracias :D
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