Problem 1 f(x),g(x)f(x),g(x)f(x),g(x) - two square trinomials and a,b,c,da,b,c,da,b,c,d - some reals. f(a)=2,f(b)=3,f(c)=7,f(d)=10f(a)=2,f(b)=3,f(c)=7,f(d)=10f(a)=2,f(b)=3,f(c)=7,f(d)=10 and g(a)=16,g(b)=15,g(c)=11g(a)=16,g(b)=15,g(c)=11g(a)=16,g(b)=15,g(c)=11 Find g(d)g(d)g(d)