Answer the statement as true or false.?

Some real numbers are imaginary numbers.Answer the statement as true or false.?
falsoooo


fo shizzAnswer the statement as true or false.?
But did she explain *why* the statement is false?

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true
false
all of the above.
K
false.








there are no real numbers that can be imaginary.
True?
true, all numbers are real .you must have dug real deep in the *** for that one
True =)
You seem to have quite a few conflicting answers.





Let's start with what a *complex* number is. It is a number that is of the form:


a + bi





That is, a real part and an imaginary part.





A real number is a number where b is 0, in other words, no imaginary part --%26gt; a





An imaginary number is a number where a is 0, in other words just an imaginary part --%26gt; bi





It would seem that there could be no real numbers that are imaginary numbers, but there is *one* real number that is also imaginary. That is the number 0. That occurs when a and b are both 0. It falls into the set of real numbers *and* imaginary numbers.





The answer is: TRUE
false
True... if your Imagining a number and it's REAL.





(or keeping your ';i'; on the ball!)
false
False
i suppose when people say numbers are infinite,that's kind of an imaginary suggestion. and numbers are only symbols.





and if numbers are infinite and there's minus numbers that means zero is the middle number,so that's proof you can half infinity
True.
true


very complex subject


havent learnt all of it yet


=P
truefalse
false
true
Uber true
false...your question is just slow
True
false.
True.
The name real numbers arose to distinguish them from what was then called imaginary numbers (and now complex numbers).





just take a look for yourself.
make believe
why not...........sounds like fun!
false
True
true