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Jika

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\$$\\displaystyle\\int_0^3\\int_0^{2x} w(x,y)\\, dy\\, dx+\\int_3^6\\int_0^{12-2x} w(x,y) \\, dy\\,dx =\\int_a^b\\int_{f(y)}^{g(y)} w(x,y)\\, dx\\,dy, \$$

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maka \$$a+b+f(\\var{a})+g(\\var{b})=\\ldots.\$$

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