Find p(1) and p(2) for the polynomial p(t)= 2+t+2t^-t cube
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Answer:
p(1) = 5
p(2)= 6
Step-by-step explanation:
now we will substitute t with 1 in p(1)
now,
2+t+2t ^ -t
2+1+2^-1
2+1+2/1
= 2+1+2
= 5
now we will substitute t with 2 in p(2)
now,
2+t+2t^- t
2+2+2*2^-2
2+2+4/2
= 2+2+2
= 6
please don't totally depend on this answer even I am a beginner..thank u
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