Asked by rufus
Two cassettes and three cd's cost $175 while four cassettes and one cd cost $125.
1)Given that one cassette cost $x and one cd cost $y,write two equations in x and y to represent this information.
2)Calculate the cost of one cassette.
1)Given that one cassette cost $x and one cd cost $y,write two equations in x and y to represent this information.
2)Calculate the cost of one cassette.
Answers
Answered by
Reiny
1. just translate the English into Math
"Two cassettes and three cd's cost $175" ---> 2x + 3y = 175
"four cassettes and one cd cost $125" ---> 4x + y = 125
2. double the first equation
4x + 6y = 350 then subtract the second
4x + y = 125
-------------
5y = 225
y = 45
back in the second
4x + 45 = 125
4x = 80
x = 20
(expensive cassettes and CDs)
"Two cassettes and three cd's cost $175" ---> 2x + 3y = 175
"four cassettes and one cd cost $125" ---> 4x + y = 125
2. double the first equation
4x + 6y = 350 then subtract the second
4x + y = 125
-------------
5y = 225
y = 45
back in the second
4x + 45 = 125
4x = 80
x = 20
(expensive cassettes and CDs)
Answered by
Anonymous
2x+3y
Answered by
Javian
Calculate the cost of 1CD
Answered by
Anonymous
6y
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