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Mathematics, 31.01.2022 18:10 alejandr1872913

Find a polynomial, f(x), such that f(x) has three roots and two of these roots are x=2 and x=βˆ’1, the leading coefficient is βˆ’3, and f(1)=βˆ’24. a. The correct solution is not shown.

b.βˆ’3x^3βˆ’4x^2+x+6

c.βˆ’3x^3+12x^2βˆ’3xβˆ’18

d.βˆ’3x^3+18x^2βˆ’9xβˆ’30

e.βˆ’3x^3βˆ’6x^2+3x+10

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Find a polynomial, f(x), such that f(x) has three roots and two of these roots are x=2 and x=βˆ’1, the...
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