Rewrite the following statement formally. Use variables and include both quantiﬁers $\forall \text { and } \exists$ in your answer.
Every rational number can be written as a ratio of some two integers.

Question

Quizplus · Accepted Answer

The Answer is

\forall

rational number

r , \exists

integers

u

and

v

such that

r

is the ratio of

u

to

v

Or:

\forall

rational number

r , \exists

integers

u

and

v

such that

r = u / v

Rewrite the Following Statement Formally ∀ and ∃\forall \text { and } \exists∀ and ∃

Rewrite the Following Statement Formally $\forall \text { and } \exists$