We have 5 + l 2t-12 l =
7.
Using the property that | 2t - 12| can be 2t - 12 and
-(2t - 12) based on its value, we get :
5 + (2t - 12) =
7
=> 5 + 2t - 12 =
7
=> 2t = 7 - 5 + 12 =
14
=> t =
14/2
=> t = 7
Here we
also see that 2*7 - 12 = 2 is positive.
Next we take 5 -
(2t - 12) = 7
=> 5 - 2t + 12 =
7
=> -2t + 17 =
7
=> 2t = 10
=>
t = 5
Here we also see that 2*t - 12 = -2 is
negative.
So both t = 5 and t = 7 are valid
results.
Therefore t = 5 and t =
7.
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