Consider the polynomial f(t)=t^3+6t^2+12t+8. What are the coefficients of f(t-1)? Enter your answer as an ordered list of four numbers. For example, if your answer were f(t-1) = t^3 + 3t^2 - 2t + 7, you'd enter (1,3,-2,7). (This is not the actual answer.)

Really need help with this problem.

Question

Consider the polynomial f(t)=t^3+6t^2+12t+8. What are the coefficients of f(t-1)? Enter your answer as an ordered list of four numbers. For example, if your answer were f(t-1) = t^3 + 3t^2 - 2t + 7, you'd enter (1,3,-2,7). (This is not the actual answer.)

Really need help with this problem.

anonymous · Answer

I would really appreciate anybody's help.

asnaseer · Answer

you are given $f(t)=t^3+6t^2+12t+8$

so just replace every $t$ with $t-1$ and then expand and simplify the resulting expression in order to calculate $f(t-1)$

anonymous · Answer

thank you

asnaseer · Answer

yw :)