let f and g be functions defind by the table below for x (domain) is {0,1,2,3,4,5} a) if h(x) = f(g(x), complete table below:
x....f(x)....g(x)....h(x)
0.....1.......5
1.....0.......2
2.....5.......3
3.....2.......1
4.....3.......4
5.....4.......8
let f and g be functions defind by the table below for x (domain) is {0,1,2,3,4,5} a) if h(x) = f(g(x), complete table below:
x....f(x)....g(x)....h(x)
0.....1.......5
1.....0.......2
2.....5.......3
3.....2.......1
4.....3.......4
5.....4.......8
x....f(x)....g(x)....h(x)
0.....1.......5
1.....0.......2
2.....5.......3
3.....2.......1
4.....3.......4
5.....4.......8
basically you have to look up the values from the table, h(x)=f(g(x) so for x=0:
g(0)=5
f(5)=4
so h(0)=4
this works for all but the last value which according to the problem statement f(8) is out of the domain.