1.

Let f(x)={(-2,-3 lex le0),(x-2,0 lt x le3):}, where g(x) = min {f(|x|)+|f(x)|, f(|x|)-|f(x)|}. Find the area bounded by the curve g(x) and the X-axis between the ordinates at x=3 and x=-3.

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ANSWER :`23/2` SQ UNITS


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