If f(x)= x-2, and 3f(v)=54, what is f(2v)?
E Evermore New member Joined Jan 14, 2016 Messages 1 Jan 14, 2016 #1 If f(x)= x-2, and 3f(v)=54, what is f(2v)?
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,582 Jan 14, 2016 #2 Evermore said: If f(x)= x-2, and 3f(v)=54, what is f(2v)? Click to expand... Try working through the logic, step by step: You are given that f(x) = x - 2. Then f(v) = ...? It must be that f(x) = v - 2. If f(v) = v - 2, then 3f(v) = ...? It must be that 3f(v) = 3(v - 2). If 3(f(v)) = 54, then 3(f(v)) = ...? It must be that 3f(v) = 3(v - 2) = 54. If 3(v - 2) = 54, then v = ...? Given this value for v, what is the value of 2v? Given that f(x) = x - 2, what then is the value of f(2v)? If you get stuck, please reply showing your steps so far. Thank you!
Evermore said: If f(x)= x-2, and 3f(v)=54, what is f(2v)? Click to expand... Try working through the logic, step by step: You are given that f(x) = x - 2. Then f(v) = ...? It must be that f(x) = v - 2. If f(v) = v - 2, then 3f(v) = ...? It must be that 3f(v) = 3(v - 2). If 3(f(v)) = 54, then 3(f(v)) = ...? It must be that 3f(v) = 3(v - 2) = 54. If 3(v - 2) = 54, then v = ...? Given this value for v, what is the value of 2v? Given that f(x) = x - 2, what then is the value of f(2v)? If you get stuck, please reply showing your steps so far. Thank you!