Asked by Angie
How do you solve this question:
The cost of 3 markers and 2 pencils is $1.80. The cost of 4 markers and 6 pencils is $2.90. What is the cost of each item?
The cost of 3 markers and 2 pencils is $1.80. The cost of 4 markers and 6 pencils is $2.90. What is the cost of each item?
Answers
Answered by
PC
If you put the cost of a marker as x, and the cost of a pencil is y, then
3x+2y=?
and if you do the same for the second part of the question, you will end up with two equations with two unknowns from which you should be able to solve for x and y.
3x+2y=?
and if you do the same for the second part of the question, you will end up with two equations with two unknowns from which you should be able to solve for x and y.
Answered by
Reiny
let the cost of a marker be x
let the cost of a pencil by y
3x + 2y = 180
4x + 6y = 290
I would triple the first equation
9x + 6y = 540
then subtract the second from that to get
5x = 250
x=50
take it from there
let the cost of a pencil by y
3x + 2y = 180
4x + 6y = 290
I would triple the first equation
9x + 6y = 540
then subtract the second from that to get
5x = 250
x=50
take it from there
Answered by
Angie
thank you!
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