WebAnswer (1 of 14): There is…sort of. In the same way we can move from the real numbers to the complex numbers if we want a field completely closed under exponentiation, we can move from the reals to the set of projectively extended real numbers if we want a set completely closed under division. ... WebApr 14, 2011 · Anything divided by 0 is UNDEFINED thus its not possible e.g. x/0 = undefined x= any number.

Why can one multiply by zero - Mathematics Stack Exchange

WebIn this video we’re going to explore why dividing by zero is undefined. But first, what we need to do is familiarize ourselves with the definition of division. The definition of division states that if "a" divided by "b" equals "c" and "c" is unique, then "b" times "c" equals "a." So let’s do something - divide two numbers that we know. Web0/1 = 0, whereas, 1/0 is not defined. For example, if zero is to be divided by any number, this means 0 items are to be shared or distributed among the given number of people. So, in this case, there are no items to be shared, hence, no one will get any item. Hence, 0 divided by any divisor gives 0 as the quotient. Thus, zero divided by 1 is 0. frontline social care worker

Why can

WebFeb 22, 2014 at 20:30. yes, what you stated above is indeed correct. zero is a real number and you can treat it as one, so you can multiply by it. division of a number by infinity is always a misuse of notation and means: limit of the sequence "your number devided by a sequence growing arbitrary big". – Max. Web16. A number greater than 1 which can be divided exactly by 1 and itself is a? 17. "Historical Development of Cellphones"why do you think that this topic can lend to observation technique? 18. Which number can be multiplied to itself to get 200? 19. In your own words, explain why does the payroll process lend itself to batch processing frontline social work contact number