Current attempt in progress: If the Wronskian of functions f and g is t^(2)e^(7t), and if f(t)=t, find g(t). Use c as an arbitrary constant. Enter the exact answer.
What is the value of g(t) in terms of t?
A) t^(2)e^(7t)
B) t^(2)e^(7t) + c
C) t^(2)e^(7t) - c
D) t^(2)e^(7t) + 2c