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Qiuyun TMUA Simulation Test Paper 2 · Q16

Paper 2Functions & graphs

Given two functions:

f(x)=∣x2−6x+1∣f(x)=|x^2-6x+1|
g(x)=4x+4xg(x)=4x+\frac4x

Now, m∈Rm\in\R is a constant and denote ϵ=f(x)−g(m)\epsilon=f(x)-g(m). The function about ϵ\epsilon is:

ϵ2+8ϵ=0\epsilon^2+8\epsilon=0

Find the maximum number of the solutions of xx.

A11
B22
C33
D44
E55
F66
G77
H88

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