Find the area bounded by the lines x+2y=10, 2x+4y=30, x=0, x=5.
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Answered by
3
Answer:
x+2y=10
=0+2×y=10
= y=10/2
=y=5
2x+4y=30
=2×5+4×y=30
=10+4×y=30
=4×y=30-10
=4×y=20
=y=20/4
=y=5
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Answered by
3
The correct answer is
As it is given
x+2y=10
Where x=0
x+2y=10
By putting the value of x=0 in this equation
0+2y=10
y=10/2
y=5
As it is given ,
2x+4y=30
Where x= 5
2x+4y=30
By putting the value of x=5 in this equation
2*5+4y=30
10+4y=30
4y=30-10
4y=20
y=20/4
y= 5
As it is given
x+2y=10
Where x=0
x+2y=10
By putting the value of x=0 in this equation
0+2y=10
y=10/2
y=5
As it is given ,
2x+4y=30
Where x= 5
2x+4y=30
By putting the value of x=5 in this equation
2*5+4y=30
10+4y=30
4y=30-10
4y=20
y=20/4
y= 5
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