Show that if `f: R-{7/5}-&gt,R-{3/5}` is defined by `f(x)=(3x+4)/(5x-7)` and `g: R-{3/5}-&gt,R-{...

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Show that if f : R - {7/5} →R - {3/5} is defined by f(x)= 3x+4/5x-7 and g : R - {3/5}→R - {7/5} is Show that if f : R - {7/5} →R - {3/5} is defined by f(x)= 3x+4/5x-7 and g : R - {3/5}→R - {7/5} is
"If `f: R-{7/5}-R-{3/5}` be defined as `f(x)=(3x+4)/(5x-7)` and `g: R-{3/5}-R-{7/5}` "If `f: R-{7/5}-R-{3/5}` be defined as `f(x)=(3x+4)/(5x-7)` and `g: R-{3/5}-R-{7/5}`
Functions|Example-12|if f(x) = [(3x + 4) /(5x - 7)] & g(x)= [(7x + 4) /(5x - 3)]|P.T. (fog)(x) = x | Functions|Example-12|if f(x) = [(3x + 4) /(5x - 7)] & g(x)= [(7x + 4) /(5x - 3)]|P.T. (fog)(x) = x |
If f(x-3)=4x+5, then find f(5) and f(x). If f(x-3)=4x+5, then find f(5) and f(x).
If f:R→R defined by f (x)=(3x+5)/2 is an invertible function, find f^{-1}. If f:R→R defined by f (x)=(3x+5)/2 is an invertible function, find f^{-1}.
If `f:RtoR` is given by `f(x)=3x-5` then `f^-1(x)` If `f:RtoR` is given by `f(x)=3x-5` then `f^-1(x)`
Given examples of two functions `f: N ->,N a n dg: N->,N` such that g o f is onto but f is n... Given examples of two functions `f: N ->,N a n dg: N->,N` such that g o f is onto but f is n...
Let f : R-{3/5}→R be defined by f(x) = (3x+2)/(5x-3) . Then, Let f : R-{3/5}→R be defined by f(x) = (3x+2)/(5x-3) . Then,