Let `p(x)` be a function defined on R such that `lim_(xrarr infty) f (3x)/(f(x))=1,p'(x)=p'(1-x),"for all" x in [0,1],p(0)=1 and p(1)=41."Then" , int_(0)^(1)p(x) dx` equals

Let p(x) be a function defined on R such that underset(xrarr infty)(lim)(p(3x))/(p(x))=1,p'(x)=p'(1-x),"for all" x in [0,1] ,p(0)=1 and p(1)=41."Then" , int_(0)^(1)p(x) dx equals a) sqrt(41) b) 21 c) 41 d) 42

Let p(x) be a function defined on R such that (lim)_(x->oo)(f(3x))/(f(x))=1,\ p^(prime)(x)=p^(prime)(1-x),\ for\ a l l\ x in [0,\ 1],\ p(0)=\ 1a n d\ p(1)=41. Then int_0^1p(x)dx equals a. sqrt(41) b. 21 c. 41 d. 42

Let p(x) be a function defined on R such that p'(x)=p'(1-x),"for all" x in [0,1],p(0)=1 and p(1)=41."Then" , int_(0)^(1)p(x) dx equals

Let p(x) be a function defined on R such that p'(x)=p'(1-x) for all x epsilon[0,1],p(0)=1 and p(1)=41 . Then int_(0)^(1)p(x)dx is equals to (a) 42 (b) sqrt(41) (c) 21 (d) 41

Let p(x) be a function defined on R such that p'(x)=p'(1-x) for all x epsilon[0,1],p(0)=1 and p(1)=41 . Then int_(0)^(1)p(x)dx is equals to (a) 42 (b) sqrt(41) (c) 21 (d) 41

Let p(x) be a function defined on R such that p'(x) = p'(1-x) , for all x in [0,1],p(0) = 1 and p(1) = 41 . Then show that int_(0)^(1) p(x) dx = 21

Let p(x) be a function defined on R such that p '(x)""=""p '(1-x) , for all x in [0,""1],""p(0)""=""1 and p(1)""=""41 . Then int_0^1p(x)dx equals (1) 21 (2) 41 (3) 42 (4) sqrt(41)

Let p(x) be a function defined on R such that p'(x) = p' (1 - x) , for all x in [0,1], p(0) = 1 and p (1) = 41. Then int_0^1 p(x) dx equals :

Let p(x) be a function defined on R such that p '(x)""=""p '(1""""x) , for all x in [0,""1],""p(0)""=""1 and p(1)""=""41 . Then int_0^1p(x)dx equals (1) 21 (2) 41 (3) 42 (4) sqrt(41)

Let p(x) be a function defined on R such that p'(x)=p'(1-x) for all x epsilon[0,1],p(0)=1, and p(1)=41 . Then int_(0)^(1)p(x)dx is equal to