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What is the number of distinct possible rational roots of the polynomial P(x)=5x2+19x−4 i know that the actual roots of the polynomial are ±1,±1/5,±2,±2/5,±4,±4/5 through finding the rational roots but I am confused on
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: What is the number of distinct possible rational roots of the polynomial P(x)=5x2+19x−4? 6, 12, 5, or 10 The way the wording is confusing would appreciate the help
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1. How many real roots does y=x^3+x^2+9x+9 have? 2. If you know that a 6th degree polynomial has at least 5 complex roots, how many complex roots does it have in total? 3. A polynomial function has 3 real roots and 4 complex
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