`f(x)=(x)/(sinx ) and g(x)=(x)/(tanx)` , where ` 0 lt x le 1 ` then in the interval

If f(x)=(x)/(sinx)andg(x)=(x)/(tanx) , where 0ltxle1 , then in this interval

If f(x)=x/(sinx) and g(x)=x/("tan"x) , where 0ltxle1 , then in this interval

If f(x)=x/(sinx) \ a n d \ g(x)=x/(tanx),w h e r e \ 0ltxlt=1, then in this interval

If f(x)=x/(sinx) \ a n d \ g(x)=x/(tanx),w h e r e \ 0ltxlt=1, then in this interval

Discuss monotonocity of f(x)=x/(sinx)a n d g(x)=x/(tanx),where (xlt=1)

Let f(x)=(sinx)/x and g(x)=|x.f(x)|+||x-2|-1|. Then, in the interval (0,3pi) g(x) is :

Let f(x)=(sinx)/x and g(x)=|x.f(x)|+||x-2|-1|. Then, in the interval (0,3pi) g(x) is :

Let f(x) = {{:(-1,-2 le x lt 0),(x^2-1,0 le x le 2):} and g(x)=|f(x)|+f(|x|) . Then , in the interval (-2,2),g is