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What is the factored form of 2t^3 +8t^2-24t
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What is the factored form of 2t^3 +8t^2-24t
asked
Feb 20, 2018
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What is the factored form of 2t^3 +8t^2-24t
Mathematics
high-school
Petru Zaharia
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2
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4
votes
Factor is
2
t^3
+
8
t^2
−
24t
2
t^3
+
8
t^2
−
24
t
=
2t
(
t−2
)
(
t+6
)
Thisisyusub
answered
Feb 21, 2018
by
Thisisyusub
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5
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2t(t^2+4t-12) would be as far as you can factor this
Mussa
answered
Feb 27, 2018
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Mussa
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X(t) = t^3 - 12t^2 + 36t Velocity = x'(t) = 3y^3 - 24t + 36 = 0 x'(t) = t^2 - 8t + 12 = 0 x'(t) = t^2 - 6t - 2t + 12 = 0 x'(t) = t(t - 6) - 2(t - 6) = 0 x'(t) = (t - 2)(t - 6) = 0 t = 2 and t = 6 must
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I need help on this question find the equivalent expression. 3 + 2(2p + 4t) A.10p + 6t + 3 B.4p + 12t + 6 C.4p + 8t + 3 D.12p + 24t
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