the value of the polynomial 4n^+4+5n^3-n^2+8 at n=1 ?
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Answer:
a=−4n4−5n3+n2+1/8nt
Step-by-step explanation:
Let's solve for a.
4n4+5n3−n2+8atn=1
Step 1: Add -4n^4 to both sides.
4n4+8ant+5n3−n2+−4n4=1+−4n4
8ant+5n3−n2=−4n4+1
Step 2: Add -5n^3 to both sides.
8ant+5n3−n2+−5n3=−4n4+1+−5n3
8ant−n2=−4n4−5n3+1
Step 3: Add n^2 to both sides.
8ant−n2+n2=−4n4−5n3+1+n2
8ant=−4n4−5n3+n2+1
Step 4: Divide both sides by 8nt.
8ant/8nt=−4n4−5n3+n2+1/8nt
a=−4n4−5n3+n2+1/8nt
Answer:
a=−4n4−5n3+n2+1/8nt
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Answer:
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