Determine all of the roots (zeros) of the polynomial and then write the polynomial in factored form. Be sure to follow the steps provided so that

your work is organized. Step 1: Use your calculator to find one root. Step 2:

Divide Q(x) by one of its factors to write the polynomial as a product of a

linear and a quadratic factor. Step 3: Solve the Quadratic Factor

Algebraically from part (b) and write the original polynomial as a product

of 3 linear factors.

Q(x) = x - 3x2 - 14x - 20

Two and nine tenthsfifty and thirty-two hundredths four and 16 thousandthsseven hundred twelve and 8 hundredths

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2(10 - 13x) + 9x = -34x + 6020 - 26x + 9x = -34x + distributive property-17x = -34x + subtraction property (subtracted 20 from both sides)17x = addition property (added 34x to both sides)x = 40/ division property (divided both sides by 17)

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step-by-step explanation: