Question: Write a double integral that represents the surface area o f z = f ( x , y ) that lies above the region R

Write a double integral that represents the surface area ofz=f(x,y) that lies above the region R. Use a graphing utility to evaluate the double integral. (Round your final
answer to three decimal places.)
f(x,y)=6y+x2
R : triangle with vertices (0,0),(4,0),(4,4)
(4x2+372,)dydx=64.850
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