good question!
look at what h(x) is doing to g(x). It is multiplying it by -3, which flips the graph upside down (stretching and skewing doesnt matter much for min and max values)
so we know it is a max vs a min.
now, think about transformations? what is an equation for g(x)? it moves right one and down 2, so

use what you know about composition of functions
