Solve –2x2 – 16x – 44 = 0
answer please using quadtratic equation ...?
1 answer:
The quadratic formula is one way to obtain the solution of the quadratic<span> equation. It is expressed as:
x = (-b +/- </span>√b² - 4ac ) / 2a
where, for this problem, a = -2, b = -16 and c = -44.
We solve as follows:
x = (-b +/- √b² - 4ac ) / 2a
x = (-(-16) +/- √(-16)² - 4(-2)(-44) ) / 2(-2)
x = (16 +/- √256 - 352 ) / -4
x = (16 +/- √-96 ) / -4
x = -(16 +/- 4i√6 ) / 4
You might be interested in
The length is 4 and width 15. When multiplied the area equals 60 and when you add up all the sides the perimeter is also 38.
is the equation 2x(2)-2x-9=0??? If it is, then x=9/2, i think, sorry if my answer is wrong or I read your question incorrectly!
6x3.14 = 18.84. That should be the answer
5
1/4n + 3
Plug 8 in for n so 1/4(8) + 3
1/4 x 8 = 2
2 + 3 = 5