WE have to simplify [(4t^2-16) / 8] / [(t-2) /
6]
[(4t^2-16) / 8] / [(t-2) /
6]
=> [(4t^2-16) / 8] * [6 /
(t-2)]
=> [(4t^2-16)*6 /
8*(t-2)]
=> [(2t - 4)(2t + 4)*6 /
8*(t-2)]
=>[4(t - 2)(t + 2)*6 /
8*(t-2)]
=> [(t - 2)(t + 2)*3 /
(t-2)]
=> [(t + 2)*3 ]
=>
3t + 6
Therefore [(4t^2-16) / 8] / [(t-2) / 6] = 3t +
6
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