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(2t^2-8t+6)/(t-3)
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Numertor : 2t^2 - 6t - 2t + 6 2t(t -3) -2 (t-3) (2t-2)(t-3) Therefore on dividint with t - 3, 2t-2 remains
I assumed you want a simplification.
2t^2-6t-2t+12 2t(t-3)-2(t-3) (2t-2)(t-3) hence cancel (t-3) 2(t-1)
Its 2t^2-8t+6
yah!!! mistyped sorry
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