$\text{ Let }f:\{x,y,z\}\to \{1,2,3\}\text{ be a one-one mapping such that only one of the following three statements is true and }$

$\text{ remaining two are false: }f\left(x\right)\ne 2,f\left(y\right)=2,f\left(z\right)\ne 1,\text{ then }$

• A

  $f\left(x\right)>f\left(y\right)>f\left(z\right)$

• B

  $f\left(x\right)<f\left(y\right)<f\left(z\right)$

• C

  $f\left(y\right)<f\left(x\right)<f\left(z\right)$

• D

  $f\left(y\right)<f\left(z\right)<f\left(x\right)$