`f(x)=(log(secx+tanx)^3` then `f(x)` is one one, onto, even or odd

f(x)=(log(sec x+tan x)^(3) then f(x) is one one,onto,even or odd

Let f:(-pi/2,pi/2)vecR be given by f(x)=(log(sec"x"+tan"x"))^3 then f(x) is an odd function f(x) is a one-one function f(x) is an onto function f(x) is an even function

Let f:(-(pi)/(2),(pi)/(2))rarr R be given by f(x)=(log(sec x+tan x))^(3) then f(x) is an odd function f(x) is a one-one function f(x) is an onto function f(x) is an even function

Let f:(-pi/2,pi/2)vecR be given by f(x)=(log(sec"x"+tan"x"))^3 then f(x) is an odd function f(x) is a one-one function f(x) is an onto function f(x) is an even function

Let f:(-pi/2,pi/2)vecR be given by f(x)=(log(sec"x"+tan"x"))^3 then a) f(x) is an odd function b) f(x) is a one-one function c) f(x) is an onto function d) f(x) is an even function

Show that the function f(x)=3x+2 is one one and onto

Show that the function f(x)=3x+ 2 is one-one and onto

If f: (e,oo) rarr R & f(x)=log[log (logx)], then f is - (a)f is one-one and onto (b)f is one-one but onto (c)f is onto but not one-one (d)the range of f is equal to its domain

If f:NrarrN is given by f(x)={((x+1)/(2), if x " is odd"),((x)/(2),if x " is even"):} and g:NrarrN is given by g(x)=x-(-1)^x, then f(g(x)) is (a) one one and onto (b) may one and onto (c) one one and not onto (d) neither one-one onto