" If "f'(x)=phi(x)" and "phi'(x)=f(x)" for all "x." Also "f(3)=5" and "f(3)=4." Then the value of "((cf(10))^(2)-((Q(10))^(2))" is "

f'(x)=phi(x) and phi'(x)=f(x) for all x.Also,f(3)=5 and f'(3)=4. Then the value of [f(10)]^(2)-[phi(10)]^(2) is

Given f'(x)=g(x)" and "g'(x)=f(x)." Also, "f(3)=5" and "f'(3)=4." Then, the value of: "[f(10)]^(2)-[g(10)]^(2)=

f^(prime)(x)=phi(x) and phi^(prime)(x)=f(x) for all x. Also, f(3)=5 and f^(prime)(3)=4 . Then the value of [f(10)]^2-[phi(10)]^2 is _____

f^(prime)(x)=phi(x) and phi^(prime)(x)=f(x) for all x. Also, f(3)=5 and f^(prime)(3)=4 . Then the value of [f(10)]^2-[phi(10)]^2 is _____

f^(prime)(x)=phi(x) and phi^(prime)(x)=f(x) for all x.Also,f(3)=5 and f^(prime)(3)=4 . Then the value of [f(10)]^2-[phi(10)]^2 is _____

f'(x) = cancel(O)(x) and cancel(O)'(x) = f(x) for all x. Also f(3) = 5 and f'(3) = 4 , then the value of [f(10)^2 - [cancel(O)(10)]^2 is

f^(prime)(x)=varphi^(prime)(x)=f(x) for all xdot Also, f(3)=5a n df^(prime)(3)=4. Then the value of [f(10)]^2 − [ϕ(10)]^2is _____

f^(prime)(x)=varphi^(prime)(x)=f(x) for all xdot Also, f(3)=5a n df^(prime)(3)=4. Then the value of [f(10)]^2 - [ varphi(10)]^2 is _____