If $n ( t ) = \frac { | t - 1 | } { t - 1 }$ , find $h ( - 2 )$ , $h ( - 1 )$ , $h ( 0 )$ , $h ( 2 )$ , and $h ( a + 1 )$ .

Name: If $n ( t ) = \frac { | t - 1 | } { t - 1 }$ , find $h ( - 2 )$ , $h ( - 1 )$ , $h ( 0 )$ , $h ( 2 )$ , and $h ( a + 1 )$ .
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The Answer of If $n ( t ) = \frac { | t - 1 | } { t - 1 }$ , find $h ( - 2 )$ , $h ( - 1 )$ , $h ( 0 )$ , $h ( 2 )$ , and $h ( a + 1 )$ .

If n(t)=∣t−1∣t−1n ( t ) = \frac { | t - 1 | } { t - 1 }n(t)=t−1∣t−1∣​

If $n ( t ) = \frac { | t - 1 | } { t - 1 }$