- #1
darkdave3000
- 242
- 5
I have a question about math function notation.
f(x) = a function of x
f(x,y) = dy/dx <---- Is this true? What is the logic behind this? I don't understand how a multiple variable function implies that its a derivative
f(x,y) = f ' (x) ? Is this true also? I've been confused by this logic when I watch youtube videos about computational math such as Euler method and Runge Kutta method
f(x) = a function of x
f(x,y) = dy/dx <---- Is this true? What is the logic behind this? I don't understand how a multiple variable function implies that its a derivative
f(x,y) = f ' (x) ? Is this true also? I've been confused by this logic when I watch youtube videos about computational math such as Euler method and Runge Kutta method