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find all of the real zeros of the polynomial function g(t)= t^3 +3t^3 -16t-48
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Find the possible rational zeros-> use remainder theorem -> find a factor -> use synthetic division -> break down more to get the factor of the other remaining factor, and repeat. Then set your expression = 0, and solve for t's. There will be a lot of factoring and it will be quite tedious.
is is supposed to be t^3+3t^3-16t-48? or is there a ^2 in there?
nope theres no ^2
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