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HELP!!! Find the surface area of surface f(x,y)=sqrt(x^2+y^2) over region R.
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\[R=(x,y) 0 \le f(x,y) \le 1\]
Hello! Having trouble deciphering (figuring out) your Region, R:\[R=(x,y) 0 \le f(x,y) \le 1\] Mind sharing a screen shot of the original problem, or drawing the Region in the Draw utility (below)? I have done this kind of problem before, within the year, but still ask that you type out the rule or rules you intend to use to determine this surface area.
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