If [x] stands for the greatest integer function, the value of `int_(4)^(10)([x^(2)])/([x^(2)-28x+196]+[x^(2)])dx`, is

int_((C))^(10)([x^(2)])/([x^(2)-28x+196]+[x^(2)])dx is (A)3(B)5

int_(4)^(10) ([x^(2)]dx)/([x^(2)-28 x + 196 ]+[x^(2)]) ,

If [x] stands for the greatest integer function, the value of overset(10)underset(4)int([x^(2)])/([x^(2)-28x+196]+[x^(2)])dx , is

If [x] stands for the greatest integer function, the value of overset(10)underset(4)int([x^(2)])/([x^(2)-28x+196]+[x^(2)])dx , is

If [.] represents the greatest integer function, then int_(4)^(10)([x^(2)])/([x^(2)-28x+196]+[x^(2)])dx is equal to 0 (b) 1 (b) 3 (d) none of these

If (x) donotes the greates integer lex, then the value of int_(4)^(10)([x^(2)])/([x^(2)-28x+196]+[x^(2)]) dx is -

If [.] stands for the greatest integer function, then int_(1)^(2) [3x]dx is equal to

If [.] stands for the greatest integer function, then int_(1)^(2) [3x]dx is equal to

Let [.]denote the greatest integer function, then the value of int_(5)^(15) x[x^(2)]dx , is

If [.] stands for the greatest integr function, int_1^(2)[3x]dx =