What is the area bounded by the lines x=0,y=0 and x+y+2=0
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Answer:
x=0 and
y=0
x+y+2=0
0+0+2=0
0+2=0
2=0-0
2=0
0=2
so, the area bounded by the lines is 2
Answered by
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Step-by-step explanation:
The graph is shown in the image.
The intersection point of the curve with coordinate axis is:
Put y=0, we will get x=−2
and put x=0, we will get y=−2
The coordinate axis and the curve of equation form the right angle triangle
Hence, A=1/2×base×height
A=1/2×2×2
A=2 sq.unit
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