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Find the greatest common factor. 6c26c^2, 8c38c^3

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Q. Find the greatest common factor. 6c26c^2, 8c38c^3
  1. Identify Common Factors: Now, we identify the common factors between the two expressions. The common prime factors are 22 and c×cc \times c (which is c2c^2).
  2. Find Lowest Power: We take the lowest power of the common prime factors to find the GCF. The lowest power of 22 that is common in both expressions is just 22. The lowest power of cc that is common in both expressions is c2c^2.
  3. Calculate GCF: Multiplying these common factors together gives us the GCF.\newlineGCF = 2×c22 \times c^2