dysgabe5643 dysgabe5643
  • 04-05-2024
  • Mathematics
Answered

The group properties of G/H follow from the definition of the product of cosets, g₁H*g₂H=g1g2H. Show that g₁H(g₂H*g₃H)=(g₁H*g₂H)*g₃H if and only if g₁(g₂g₃)=(g₁g₂)g₃; hence associativity in G/H follows from associativity in G.



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