Fourpens and three erasers cost Rs.17. Four erasers and 3 pens cost Rs.18. Find the total cost of a pen and a eraser.
Answers
Answered by
2
1x+2y+4z=22
5x+4y+2z=32
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6x+6y+6z=54
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6 pencil 6pens 6 eraser cost is =54
So 3 pencil 3pens 3 eraser =54/2=27
5x+4y+2z=32
---------------------
6x+6y+6z=54
---------------------
6 pencil 6pens 6 eraser cost is =54
So 3 pencil 3pens 3 eraser =54/2=27
Answered by
7
Let the cost of 1 pen be x and 1 eraser be y.
ATQ
4x+3y = ₹17
3x+4y = ₹18
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7x+7y = ₹35
7(x+y) = ₹35
x+y = ₹5
x = ₹5-y
Putting the above value of x in any of the two equations.
4(5-y)+3y = ₹17
20-4y+3y = 17
-y = -3
y = ₹3
x = ₹5-₹3 = ₹2
Hence, the cost of 1 pen = ₹2 and cost of 1 eraser = ₹3
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