If L(p) and L(q) represent Laspeyres' index number for prices and quantities and P(p) and P(q) represents Paasche's index number for price and quantities then :

  • L(p)/L(q) =P(p)/P(q)
  • L(p)/L(q) = P(q)/P(p)
  • L(p)/L(q) > P(p)/P(q)
  • L(p)/L(q) < P(p)/P(q)
 If L(p) and L(q) represent Laspeyres' index number for
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