40LK-10L2-5K2
40LK−10L2−5K240LK-10L^2-5K^240LK−10L2−5K2
Assuming K=1K=1K=1,
We get:
40L−10L2−540L-10L^2-540L−10L2−5
10L2−40L+5=010L^2-40L+5=010L2−40L+5=0
Solving the above equation quadratically,
L=40+(1400)1220L=\frac {40+(1400)^\frac{1}{2}}{20}L=2040+(1400)21
L=4L=4L=4
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