Consider the system of linear equation $x+y+z=4 \mu, x+2 y+2 \lambda z=10 \mu, x+3 y+4 \lambda^2 z=\mu^2+15$, where $\lambda, \mu \in \mathrm{R}$. Which one of the following statements is NOT correct?
Select the correct option:
A
The system has unique solution if λ≠1/2 and μ≠1,15
B
The system is inconsistent if λ=1/2 and μ≠1
C
The system has infinite number of solutions if λ=1/2 and μ=15
D
The system has infinite number of solutions if λ=1/2 and μ=15
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