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What do you get by Dividing a number by itself?
When you divide a number by itself, the result is always 1, as long as the number is not zero. This is because any non-zero number represents a whole unit of itself, making the division equal to one. However, dividing zero by zero is undefined in mathematics.
What number that cannot be used as divisor?
A number that cannot be used as a divisor is zero. Dividing by zero is undefined in mathematics because it does not result in a finite or meaningful value. Any number divided by zero does not produce a valid result, making zero an invalid divisor.
Does any real number divided by zero result infinity?
You can't divide by zero. But if you take any real number and try dividing it by smaller and smaller numbers that are closer and closer to zero, your result will get closer and closer to infinity.
Is 0 an imaginary number?
This is an interesting question. Looking at complex numbers graphically, zero is at the intersection of the real and imaginary axis, so it is 0 + 0i. But if you square zero, you get zero, which is not a negative number (a pure imaginary, when squared will give a real negative number), so I'd have to say it is not imaginary.
Why is dividing by zero impossible?
Dividing by zero is impossible because it contradicts the fundamental properties of arithmetic. When you divide a number by another, you are essentially asking how many times the divisor fits into the dividend. Since zero times any number is always zero, there's no number that you can multiply by zero to get a non-zero dividend, leading to an undefined result. This lack of a meaningful answer is why division by zero is considered undefined in mathematics.
What is the result of dividing a number by zero?
You can not divide by zero - it is not defined. Presumably you get infinity, but there are different types of infinity.
Is zero a imagery number?
Zero is a rational number, not imaginary.
Does any real number divided by zero result infinity?
You can't divide by zero. But if you take any real number and try dividing it by smaller and smaller numbers that are closer and closer to zero, your result will get closer and closer to infinity.
What is 6 divided by zero?
Dividing any number by zero is undefined in mathematics. This is because division by zero does not produce a meaningful or finite result. In essence, there is no number that, when multiplied by zero, gives a non-zero number like six. Therefore, 6 divided by zero does not have a valid answer.
Is 0 an imaginary number?
This is an interesting question. Looking at complex numbers graphically, zero is at the intersection of the real and imaginary axis, so it is 0 + 0i. But if you square zero, you get zero, which is not a negative number (a pure imaginary, when squared will give a real negative number), so I'd have to say it is not imaginary.
Why a number is not divisible by zero?
To divide a number by zero means the number will be unchanged, same as dividing by 1. Try dividing by zero on a calculator and you will get an undefined error message.
What is 32 divided by 0?
Undefined: You cannot divide by zero
How something divided by zero equal to infinity?
Because zero is nothing. The figure zero isn't actually a number - it's a place-filler. Dividing anything by nothing will always result in the answer infinity.
What is the result of the addition of two pure imaginary numbers?
An imaginary number. Think of imaginary numbers as being on a vertical line while real numbers are on a horizontal line. (the lines cross at zero). Adding and subtracting won't change the axis.
What best describes a number which results from dividing a rational number by zero?
You can't divide by zero.
Which is a number when you divide it by any number there is answer in whole number?
The only such number is 0, and the answer in each case is 0.For a number other than zero, dividing it by any number will not always result in a whole number.
Is the zero imaginary number?
An imaginary number is a square root of a negative number. Imaginary numbers have the form bi where b is a non-zero (real number) and i is the imaginary unit, defined as the square root of − 1.if we define 'imaginary numbers' as 'complex numbers having a real part as 'zero' and a non-zero imaginary part'.. 0 doesn't fit in this description. But by, convention and for theoretical symmetry , we'll have to define 'real numbers' in pretty much the same way, and hence 0 would neither be a purely imaginary number or a purely real number.Overall i would say that 0 is a real number. Imaginary numbers only involve square roots of negative numbers.http://wiki.answers.com/Is_the_zero_imaginary_number#ixzz16w9viQWx
