題目 6. Let RRR be the region enclosed by y=xy=xy=x, y=x−2y=x-2y=x−2, y=1y=1y=1 and y=0y=0y=0. (a) (10%)(10\%)(10%) Let AAA be the area of RRR. A=(9)‾A=\underline{\quad(9)\quad}A=(9). (b) (5%)(5\%)(5%) The double integral ∬Rx−y dxdy=(10)‾\iint_R \sqrt{x-y}\,\mathrm{d}x\mathrm{d}y=\underline{\quad(10)\quad}∬Rx−ydxdy=(10). 解答