Home
Class 12
MATHS
Let f(x)="max"{1+sin x ,1,1-cosx},x in [...

Let `f(x)="max"{1+sin x ,1,1-cosx},x in [0,2pi],a n dg(x)=max{1,|x-1|}, x in Rdot` Then (a)`g(f(0))=1` (b) `g(f(1))=1` (c)`f(f(1))=1` (d) `f(g(0))=1sin1`

Promotional Banner

Similar Questions

Explore conceptually related problems

Let f(x)=max{1+sinx,1,1-cosx}, x in [0,2pi], and g(x)=max{1,|x-1|}, x in R. Then

Let f(x)="max"{1+sin x ,1,1-cosx},x in [0,2pi],a n dg(x)=max{1,|x-1|}, x in Rdot Then (a) g(f(0))=1 (b) g(f(1))=1 (c) f(f(1))=1 (d) f(g(0))=1+sin1

Let f(x)="max"{1+sin x ,1,1-cosx},x in [0,2pi],a n d g(x)=max{1,|x-1|}, x in Rdot Then (a) g(f(0))=1 (b) g(f(1))=1 (c) f(f(1))=1 (d) f(g(0))=1+sin1

Let f(x)=max{1+sinx,1,1-cosx}, xin[0,2pi] and g(x)=max{1,|x-1|} x in R , then

Let f(x)="max"(1+sinx ,1,1-cosx),x in [0,2pi],a n dg(x)=max{1,|x-1|}, x in Rdot Then (a) g(f(0))=1 (b) g(f(1))=1 (c) f(f(1))=1 (d) f(g(0))+1sin1

Let f(x)="max"(1+s in x ,1,1-cosx),x in [0,2pi],a n dg(x)=max{1,|x-1|}, x in Rdot Then g(f(0))=1 (b) g(f(1))=1 f(f(1))=1 (d) f(g(0))= 1 + sin1

Let f(x)=max{1+sin x,1,1-cos x},x in[0,2 pi], and g(x)=max{1,|x-1|},x in R Then (a)g(f(0))=1(b)g(f(1))=1(c)f(f(1))=1 (d) f(g(0))=1sin1

Let f(x)=x^2-2x ,x in R ,a n dg(x)=f(f(x)-1)+f(5-(x))dot Show that g(x)ge0AAx in Rdot

Let f(x)=x^2-2x ,x in R ,a n dg(x)=f(f(x)-1)+f(5-f(x))dot Show that g(x)geq0AAx in Rdot