Let f(x)= (1-tanx)/(4x-pi) when 0 le x le (pi)/(2)andx ne (pi)/(4), iff(x) is continuous atx=(pi...

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Let f(x) =(1- tanx)/(4x-pi) when 0 le x lt pi/2 and x ne pi/4, If f (x) is defined at x =pi/4, ...

if f(x)=1-tanx/4x-pi x not equal to pi/4 is continuous in (0 pi/2) find f(pi/4) | tuitionrocks

Let f(x)=(1-tan⁡x)/(4x-π),x≠π/4,x∈[0,π/2] , if f(x) is continuous in [0,π/2], then f(π/4) is

Let f(x)=1-tan x/4 x-π, x ≠π/4, x ∈[0, π/2]. If f(x) is continuous in [0, π/2], then f(π/4)=

Let `f (x)= {{:((1- tan x)/(4x-pi), x ne (pi)/(4)),( lamda, x =(pi)/(4)):}, x in [0,

Let f(x) = tan(π/4 -x)/cot2x, if x≠π/4.The value which should be assigned to f (x) at x=π/4 so that

Let f(x)=`{{:(,(tanx-cotx)/(x-(pi)/(4)),x ne (pi)/(4)),(,a,x=(pi)/(4)):}`

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