Let V denote the volume of the 3 dimensional region bounded by the xy, yz and xz coordinate planes, the x = 2 plane, and the 2x + y + 5z = 6 plane. (i) Write V as a double integral V = || f(x,y) dxdy...

Multivariable Calculus. Please assist me in question i and ii, thank you.

Extracted text: Let V denote the volume of the 3 dimensional region bounded by the xy, yz and xz coordinate planes, the x = 2 plane, and the 2x + y + 5z = 6 plane. (i) Write V as a double integral V = || f(x,y) dxdy D [You should define a function f(x,y) and a region D such that this equality holds.] (ii) Evaluate your integral expression from (i) in order to compute the volume V.