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redasfiregreenasleaf
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redasfiregreenasleaf
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3 Questions
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polynomial proof
Let S(f) denote the sum of the roots of f(x), a nonconstant polynomial with real coefficients. Let p(x) and q(x) be nonconstant polynomial with real coefficients so that S(p)=7, S(q)=9 and S(p-q)=11. Find, with proof, the possible values for S(p+q).
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redasfiregreenasleaf
26.11.2020
+1
424
2
+10
Polynomial question
Let S(f) denote the sum of the roots of f(x), a nonconstant polynomial with real coefficients. Let p(x) and q(x) be nonconstant polynomial with real coefficients so that S(p)=7, S(q)=9 and S(p-q)=11. What are the possible values for S(p+q)?
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redasfiregreenasleaf
26.11.2020
#2
+10
+1
could you tell me why? that's what i'm having a hard time on
redasfiregreenasleaf
26.11.2020