Consider a function machine that accepts inputs as ordered pairs. Suppose the components of the ordered pairs are positive real numbers and the first component is the length of a rectangle and the ( W) second is its width. The machine computes the perimeter (the distance around a figure) of the rectangle. Thus, for a rectangle 21 + 2W whose length, L, is 3 and whose width, W, is 2, the input is (3,2) and the output is 2 - 3+ 2 - 2, or 10. Complete parts (a) through (c) below a. For each of the following inputs, find the corresponding output (1,5), (4,2), (2,4). (1/13.1 13) The output for (1,5) is The output for (4,2) is The output for (2,4) is The output for ( 13, 13 ) is