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6\left(5x^{2}c-40xyf-25x^{2}f+8xyc\right)
Factor out 6.
x\left(5xc-40yf-25xf+8yc\right)
Consider 5x^{2}c-40xyf-25x^{2}f+8xyc. Factor out x.
5x\left(c-5f\right)+8y\left(c-5f\right)
Consider 5xc-40yf-25xf+8yc. Do the grouping 5xc-40yf-25xf+8yc=\left(5xc-25xf\right)+\left(8yc-40yf\right), and factor out 5x in the first and 8y in the second group.
\left(c-5f\right)\left(5x+8y\right)
Factor out common term c-5f by using distributive property.
6x\left(5x+8y\right)\left(c-5f\right)
Rewrite the complete factored expression.