6x + 2 + x2 + 12x2 + 2x
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We have,
6x+2+x²+12x²+2x
6x+2x+x²+12x²+2. (by rearranging)
8x+13x²+3
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6x+2+x²+12x²+2x
6x+2x+x²+12x²+2. (by rearranging)
8x+13x²+3
Please mark my answer brainliest!
thanks!
Answered by
0
Answer:
Step-by-step explanation:
Given
f(x) = 6x+2+x²+12x²+2x
f(x) = 6x+2x+x²+12x²+2
f(x) = 8x+3
or f(x) = 13x²+ 8x+3
Solve this equation by quadratic formula
x= -b±(√b²-4ac) / 2 a
where
b= coefficient of x = 8
a = coefficient of x²= 13
c= constant = 3
D= b²-4ac= (8)²-4(13*3)
= -92< 0
Hence the roots of the equation are non real because D < 0
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