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According to Ayer, a general proposition of the form "C causes E"

    { 1 } - asserts an unobservable necessary connection between C (the cause) and E (the effect).
    { 2 } - is known a priori (independently of sense experience).
    { 3 } - means "Whenever C happens, E also happens" (where this covers, not just the actual instances of C, but an infinite number of possible instances of C).
    { 4 } - is meaningless.

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1 is wrong. Please try again.

According to Ayer, a general proposition of the form "C causes E"

Ayer would reject this as metaphysical nonsense.

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2 is wrong. Please try again.

According to Ayer, a general proposition of the form "C causes E"

    { 1 } - asserts an unobservable necessary connection between C (the cause) and E (the effect).
    { 2 } - is known a priori (independently of sense experience).
    { 3 } - means "Whenever C happens, E also happens" (where this covers, not just the actual instances of C, but an infinite number of possible instances of C).
    { 4 } - is meaningless.

Ayer thought that we had no knowledge of the world apart from sense experience.

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3 is correct!

According to Ayer, a general proposition of the form "C causes E"

    { 1 } - asserts an unobservable necessary connection between C (the cause) and E (the effect).
    { 2 } - is known a priori (independently of sense experience).
    { 3 } - means "Whenever C happens, E also happens" (where this covers, not just the actual instances of C, but an infinite number of possible instances of C).
    { 4 } - is meaningless.

So "Heating ice causes the melting of the ice" means "Whenever ice is heated it melts." This is roughly the same as Hume's analysis.

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4 is wrong. Please try again.

According to Ayer, a general proposition of the form "C causes E"

    { 1 } - asserts an unobservable necessary connection between C (the cause) and E (the effect).
    { 2 } - is known a priori (independently of sense experience).
    { 3 } - means "Whenever C happens, E also happens" (where this covers, not just the actual instances of C, but an infinite number of possible instances of C).
    { 4 } - is meaningless.

Ayer saw such propositions as empirical, and hence as meaningful.

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