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use the factor theorem to help decide which of the following expressions is a factor of T^3+8t^2+20t+25 A) t-5 B) t-3 C) T+5 D) T-2
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divide your polynomial by the options. if the remainder is 0, you have found a factor
you can also use the remainder theorem f(5) will output the remainder that you would get by dividing your polynomial by (t-5)
so the answer is t-5?
when you use the reaminder theorem, and you plug it into the equation, I get 450 not zero.
or I mean how would you do it as a remainder theorem problem
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so if f(5) is not equal to 0, then t-5 is not a factor
try the others
ooh and the right one is the one thats going to be zero?
yes
okay thanks a lot!
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for (t+5) to be a factor, f(-5) would have to be 0
thank you!
yw
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