Bridget's Brewery production function is given by $($K$,$ L$)=100($K$1/4$L$3/4)$ where$$K$$is the number of vats she uses and$$L$$is the number of labor hours. Does this production process exhibit increasing, constant or decreasing returns to scale? $.($Please enter either "increasing", "constant" or "decreasing"$)$ Does the input K satisfy law of diminishing marginal return? $($Please enter "yes" or $"$no$")$Does the input L satisfy law of diminishing marginal return? $($Please enter "yes" or $"$no$")$