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Identify the relevant triangle and points.

Mathematics

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Here's the solution to your geometry problem:

1. Prove that $DE || FC$.

  1. Identify the relevant triangle and points.

    Consider △AFC\triangle AFC. Point DD is on side AFAF, and point EE is on side ACAC.

  2. Calculate the ratio ADDF\frac{AD}{DF}.

    We are given ADAF=35\frac{AD}{AF} = \frac{3}{5}.
    This means that ADAD is 3 parts and AFAF is 5 parts.
    So, DF=AF−AD=5 parts−3 parts=2 partsDF = AF - AD = 5 \text{ parts} - 3 \text{ parts} = 2 \text{ parts}.
    Therefore, the ratio $\frac{AD}{DF} = \

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