If `f(x) = (4x + 3)(6x-4), x ne (23)` then find fof (x). | Class 12 Maths | Doubtnut

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Composite Functions Composite Functions
f(x)=4x+3/6x-4 ,fof(x)=x find f inverse shorts f(x)=4x+3/6x-4 ,fof(x)=x find f inverse shorts
Q) If f(x)=(4𝑥+3)/(6𝑥−4),𝑥≠2/3 and (fof)(x)=g(x), where 𝑔:ℝ−{2/3}→ℝ−{2/3}, then (gogog) (4) is Q) If f(x)=(4𝑥+3)/(6𝑥−4),𝑥≠2/3 and (fof)(x)=g(x), where 𝑔:ℝ−{2/3}→ℝ−{2/3}, then (gogog) (4) is
COMPOSITE FUNCTIONS ( fog(x) or gof(x) ) for JEE MAINS/NDA/AIRFORCE COMPOSITE FUNCTIONS ( fog(x) or gof(x) ) for JEE MAINS/NDA/AIRFORCE
Composition of functions f[g(x)] Composition of functions f[g(x)]
Focus Area of Maths Class 12 Relations&Functions f(x)=4x+3/6x-4 Show that fof(x)=x Find inverse of f Focus Area of Maths Class 12 Relations&Functions f(x)=4x+3/6x-4 Show that fof(x)=x Find inverse of f
If f(x) 4x+3/6x-4 ,then find fof(x).Hence find inverse of f. If f(x) 4x+3/6x-4 ,then find fof(x).Hence find inverse of f.
Q) If f(x)=(4𝑥+3)/(6𝑥−4),𝑥≠2/3 and (fof)(x)=g(x), where 𝑔:ℝ−{2/3}→ℝ−{2/3}, then (gogog) (4) is equal Q) If f(x)=(4𝑥+3)/(6𝑥−4),𝑥≠2/3 and (fof)(x)=g(x), where 𝑔:ℝ−{2/3}→ℝ−{2/3}, then (gogog) (4) is equal