How many and what type of solutions does the following polynomial have?
1 answer:
★ Quadratic Equation ★
The solution of polynomial having is in imaginary set of numbers
a > 0 , and D < 0
f(x) > 0 ∀ x ∈ R
Hence , the function will be positive always for any real values of x
Aslike it Will'nt touch the x axis hence it's hasn't got any real solution available
IT has 2 non real solutions
The solution of polynomial having is in imaginary set of numbers
a > 0 , and D < 0
f(x) > 0 ∀ x ∈ R
Hence , the function will be positive always for any real values of x
Aslike it Will'nt touch the x axis hence it's hasn't got any real solution available
IT has 2 non real solutions
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Answer:133.33%
Step-by-step explanation:
For given change in fractions from to
The initial fraction=
New fraction=
Change in fractions= New fraction-Initial fraction
As change in fraction is positive thus it is an increase.