If `[]` denotes the greatest integer less than or equal to the ral number under consideration, and `-1lt=x<0,0lt=y<1,1lt=a<2,` then the value of the determinant `|[x]+1[y][z][x][y]+1[z][x][y][z]+1|` is `[x]` b. `[y]` c. `[z]` d. none of these

If [ ] denotes the greatest integer less than or equal to the real number under consideration, and -1lt=x<0,0ley<1,1lt=z<2, then find the value of the following determinant: |[[x]+1,[y],[z]],[[x],[y]+1,[z]],[[x],[y],[z]+1]| (A) 0 (B) 1 (C) 2 (D) 3

If [] denotes the greatest integer less than or equal to the real number under consideration, and -1lt=x<0,0lt=y<1,1lt=z<2, then the value of the determinant |[[x]+1, [y],[z]], [[x], [y]+1, [z]], [[x], [y], [z]+1]| is a. [x] b. [y] c. [z] d. none of these

If [] denotes the greatest integer less than or equal to the real number under consideration, and -1lt=x<0,0lt=y<1,1lt=z<2, then the value of the determinant |[[x]+1, [y],[z]], [[x], [y]+1, [z]], [[x], [y], [z]+1]| is a. [x] b. [y] c. [z] d. none of these

If [] denotes the greatest integer less than or equal to the real number under consideration, and -1lt=x<0,0lt=y<1,1lt=z<2, then the value of the determinant |[[x]+1, [y],[z]], [[x], [y]+1, [z]], [[x], [y], [z]+1]| is a. [x] b. [y] c. [z] d. none of these

If [] denotes the greatest integer less than or equal to the real number under consideration and -1lt=xlt0,0lt=ylt1,1lt=zlt2, the value of the determinant |{:([x]+1,[y],[z]),([x],[y]+1,[z]),([x],[y],[z]+1):}| is

If [] denotes the greatest integer less than or equal to the real number under consideration and -1lt=xlt0,0lt=ylt1,1lt=zlt2, the value of the determinant |{:([x]+1,[y],[z]),([x],[y]+1,[z]),([x],[y],[z]+1):}| is

If [] denotes the greatest integer less than or equal to the real number under consideration and -1lt=xlt0,0lt=ylt1,1lt=zlt2, the value of the determinant |{:([x]+1,[y],[z]),([x],[y]+1,[z]),([x],[y],[z]+1):}| is

If |__.__| denotes the greatest integer less than or equal to the real number under consideration and -1lt=xlt0,0lt=ylt1,1lt=zlt2 , then the value of the determinant |(|__x__|+1,|__y__|,|__z__|),(|__x__|,|__y__|+1,|__z__|),(|__x__|,|__y__|,|__z__|+1)| is