Question

D. Find the zeros of y = 18x2 - 9x - 20​ i need help

Answer 1

Answer:

   x = -5/6, +4/3

Step-by-step explanation:

You want to look for two factors of 18·(-20) = -360 that have a sum of -9. They are -24 and +15. These let you rewrite the middle term as two terms:

  y = 18x^2 -24x +15x -20

Now, you can factor by grouping the terms 2 at a time.

  y = 6x(3x -4) +5(3x -4)

  y = (6x +5)(3x -4)

These factors are zero when y = 0, so the zeros are ...

  x = -5/6   and   x = 4/3

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Sometimes when I'm really stumped with roots of polynomials, I use a graphing calculator to find them.

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Factors of -360 are ...

  -360 = -360·1 = -180·2 = -120·3 = -90·4 = -72·5 = -60·6 = -45·8 = -40·9 = -36·10 = -30·12 = -24·15 = -20·18

Answer 2

Answer:

4/3 and (-5/6)

Step-by-step explanation:

see the another way of calculating the zeros of the function; note, the formulas are given in the brakets.