G Gtsh Member Joined Jun 22, 2021 Messages 54 Gender Female HSC 2023 Apr 3, 2022 #1 If a function has a stationary point at (−1, 2) and f ″(x) = 2x − 4, find f(2). Pls Help!
C cossine Well-Known Member Joined Jul 24, 2020 Messages 608 Gender Male HSC 2017 Apr 3, 2022 #2 Gtsh said: If a function has a stationary point at (−1, 2) and f ″(x) = 2x − 4, find f(2). Pls Help! Click to expand... So what you have tried? So you have a differential equation and you know f '(-1) = 0. https://www.emathhelp.net/en/calculus-calculator/?action=solve differential equation
Gtsh said: If a function has a stationary point at (−1, 2) and f ″(x) = 2x − 4, find f(2). Pls Help! Click to expand... So what you have tried? So you have a differential equation and you know f '(-1) = 0. https://www.emathhelp.net/en/calculus-calculator/?action=solve differential equation
G Gtsh Member Joined Jun 22, 2021 Messages 54 Gender Female HSC 2023 Apr 3, 2022 #3 I was able to get the right answer by anti deriving. Is there another way to solve it?
C cossine Well-Known Member Joined Jul 24, 2020 Messages 608 Gender Male HSC 2017 Apr 3, 2022 #4 Gtsh said: I was able to get the right answer by anti deriving. Is there another way to solve it? Click to expand... anti-derivative. The main way is take the anti-derivative twice to find the original function. There is no other that I know of
Gtsh said: I was able to get the right answer by anti deriving. Is there another way to solve it? Click to expand... anti-derivative. The main way is take the anti-derivative twice to find the original function. There is no other that I know of
