For this problem, you may want to use the quadratic formula:
x = (-b +or- sqrt(b2-4ac))/(2a)
where a and b are the coefficients in front of the x2 and x terms, and c is the constant term.
In this case,
a = 1
b = 35
c = 216
Now simply plug these values into the quadratic formula stated above.
x = (-35 +or- sqrt(352-4*1*216)) / (2*1)
x = {-8, -27}
These are the zeros of the function, so we can rewrite the expression given as
(x + 8)(x + 27)
Plug the two calculated values of x into the equation above and you will see that the expression is 0 at both points. To check if this is the correct answer, try expanding and see if it matches the original expression.
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(5x - 7)(7x + 5)
25x + 35x + 9 is 60x + 9, which factors to 3(20x + 3)
x2-35x+300 = 0 (x-15)(x-20) = 0 x = 15 or x = 20
35x + 115 = 360 35x = 360-115 35x = 245 x = 245/35 x = 7
42x+35x-35x=42x it's leave 85 so it's change into a negative 42x-85 is the answer