659
If you are dividing and the denomenator is 0, then your answer will be undefined. (e.g. 7/0) If you are dividing and the numerator is 0, then your answer will be 0. (e.g. 0/7).
Undefined: You cannot divide by zero
Undefined: You cannot divide by zero
X / Y = Answer X * Y ( Y = any number less than 1 but greater than 0 ) = Answer
If the divisor of a division problem is 4, any number between 0 and 3 (inclusive) can be a remainder for that problem.
If A times B = C and C is not 0, then the related division problems are C/A = B and C/B = A.
659
nothing
If you are dividing and the denomenator is 0, then your answer will be undefined. (e.g. 7/0) If you are dividing and the numerator is 0, then your answer will be 0. (e.g. 0/7).
Division by zero is undefined.
0 * x = 0 for all numbers x.
It is an operation that is not defined in mathematics. Consider, for example, a property of division: If a/b = c, then bc = a. For example because 12/3 = 4, 3(4) = 12. When we consider dividing by zero, we reach a problem. The following multiplication statement is true: 5 * 0 = 0 So it seems that: 0/0 = 5. Also: 6 * 0 = 0 0/0 = 6. Thus, division by zero does not have this property of association with multiplication. Intuitively this is because division is the question of how many as are in b. How many zeros are in 5? That doesn't really make any sense. So, in mathematics we generally do not define division by zero for all of these concerns.
Nothing, because zero cannot go into anything.
Undefined: You cannot divide by zero
You cannot get 0 using only those numbers and division.
Because division by zero yields no answer !