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The € symbol should be used becauseis an element of the set.The € symbol should be used becauseis not an element of the set....

Question

The € symbol should be used becauseis an element of the set.The € symbol should be used becauseis not an element of the set.

The € symbol should be used because is an element of the set. The € symbol should be used because is not an element of the set.



Answers

The symbol $\neq$ is used when graphing to indicate a in the labeling of an axis.

So a lot of our elements, their symbol does not match their name. This is because their symbol, name or like initials, are coming from completely different language. Whether it's German, whether his Latin or whether it's Greek, for example, sodium its symbols in a which does not anywhere near resemble any of the letters in the where. Sodium, however its Latin name wasn atrium. Yes, you see, Maitreya starts with the letters, and a potassium is symbols. Okay, but it's past Name was Calio. Iron is Effie, but he used to be known as Farrell copper. See, you used to be known as Come From and 10 sn, which, like sodium. This does not match 10. That used to be, though, Stan. Um, so that's why some of these omens simple, do not match any of the letters in their name.

Hello sergeant. So for evaluate the A root A. Our end when N. Is odd in teacher and don't use absolute value has given in the question. So then that is E. The root end equals to eight. Because when the indexes or the value of radical is any number that the values of hold this he's always one real innit? route of a is always one real. And the fruit of a right for example will understand it. By example consider the radical situation flavor poetry. We will just solve it will open the right comes out to be It can be written as -2 poetry. It will come out to me. I missed. So here the number negative number multiplied by the number of times. Then the result is always be negative. Then that is just too The Power three is always negative. Thank you.

All right. So this question s o this saying is the radical radical simple or this words

In problem number three, the statement given is the set of all elements of Universal. Set. Universal Said to you that do not belong. No. Set A Universal said to you that do not belong to set A is a blank off set. Yeah. And after reading this statement, the answer to this statement would come out to be compliment, and this statement would be like the compliment of a set of a sec. Hey is the set of all elements of the Universal set you that do not belong to the sect, Hey, And this would be the all for the given question. So thank you.


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