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(1 point) Consider the region enclosed by x+4y=8 and x+4=y2. Using integrals, the area of this region can be computed two different ways. (a) Integrating with respect to x : ∫ab​f(x)dx+∫bc​g(x)dx
where a= b= c= f(x)= g(x)= (b) Integrating with respect to y : ∫αβ​h(y)dy where α= β= and h(y)= (c) Determine the area of the region. Answer: