Tips for Creating an Effective Resume

[annie1]

View attachment 1299

 

[Plato2]

Re: quantifiers

What progress have you made on any of these?
Can you tell us what sort of help you need?

 

[annie1]

Re: quantifiers

in these i don't understand how to express the answer of any of the following ,can i tell all the truth values or some single,if so then how

 

[Plato2]

Re: quantifiers

in these i don't understand how to express the answer of any of the following ,can i tell all the truth values or some single,if so then how

Well then, you must spend some time learning to translate each statement. That is the first step.

For example: the statement in a) says "for any integer \(\displaystyle n\), there is some integer \(\displaystyle m\) such that \(\displaystyle n^2<m\).
Is that true or false?

 

[annie1]

Re: quantifiers

i understand the symbols and the meaning of the statements but i want to know the answer is only true or false or i have to give counter example to express it completely

 

[Plato2]

Re: quantifiers

i want to know the answer is only true or false or i have to give counter example to express it completely

If the statement is true then say so.
If it is false then give a counter-example.

 

[Evgeny.Makarov]

Re: quantifiers

For example: the statement in a) says "for any integer \(\displaystyle n\), there is some integer \(\displaystyle m\) such that \(\displaystyle n^2<m\).

You'll have to think about the meaning of these statements; there is no way around it. For example, for $n=5$, can you find an integer $m$ such that $n^2=25<m$? What about for $n=0$, $n=-5$ and every other integer $n$?