‘No two monads can ever have any causal relation to each other’. Hence, they are __________.

Related MCQs

• ‘A good clockmaker can construct two clocks which will keep such perfect time that they for ever strike the hours at the same moment.’ This position is acceptable to :
• Leibniz defines substance or monads as
• ------ admits innumerable monads or spiritual atoms
• There are infinite number of substances which are called as monads according to ------ ---
• ------ admits innumerable monads or spiritual atoms
• --------- defines monads as Centres of force or energy
• According to -----, monads are windowless
• According to Leibniz the monads are ------ and everything is potential or implicit in it
• According to Leibnitz, Monads are ___________ in number.
• According to Leibnitz, ____________ pre-established the harmony between monads.