Find the area enclosed by the line x=0 y=0 x/a+y/b=1
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The Formula for Enclosed Area
When the curve crosses the x-axis, at x=c, the values of f(x) (equal to the y coordinates along the curve) go from positive to negative. A direct consequence of this is that the definite integral ∫bcf(x)dx is negative. The area between x=c and x=b therefore has a negative value.
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