Is Undefined The Same As 0 at Ben Thornton blog

Is Undefined The Same As 0. And i am not willing to give up the idea that anything times 0 is 0. 1 = 0*x , which we know is not possible as anything multiplied by 0 gives you 0. Therefore we say it is undefined and not infinity. The only thing that i can give up is this right over here. When referring to the result of a mathematical operation, undefined means there is no meaningful result. In mathematical analysis and some programming languages, 0 0 is undefined. So all of these things. So when we divide 1 (or any number) by 0, it implies that 1/0 = x i.e. It has special properties, such as being the additive identity and the multiplicative zero. To understand this more intuitively, lets look at the concept of division in elementary. Zero is a number that shows there is no amount. What this contradiction tells us is that there is no defined form for \(x\) , so division by zero is said to be undefined.

Why division by zero is undefined? YouTube
from www.youtube.com

1 = 0*x , which we know is not possible as anything multiplied by 0 gives you 0. It has special properties, such as being the additive identity and the multiplicative zero. What this contradiction tells us is that there is no defined form for \(x\) , so division by zero is said to be undefined. Therefore we say it is undefined and not infinity. When referring to the result of a mathematical operation, undefined means there is no meaningful result. So when we divide 1 (or any number) by 0, it implies that 1/0 = x i.e. In mathematical analysis and some programming languages, 0 0 is undefined. To understand this more intuitively, lets look at the concept of division in elementary. Zero is a number that shows there is no amount. The only thing that i can give up is this right over here.

Why division by zero is undefined? YouTube

Is Undefined The Same As 0 The only thing that i can give up is this right over here. The only thing that i can give up is this right over here. So when we divide 1 (or any number) by 0, it implies that 1/0 = x i.e. It has special properties, such as being the additive identity and the multiplicative zero. To understand this more intuitively, lets look at the concept of division in elementary. 1 = 0*x , which we know is not possible as anything multiplied by 0 gives you 0. When referring to the result of a mathematical operation, undefined means there is no meaningful result. What this contradiction tells us is that there is no defined form for \(x\) , so division by zero is said to be undefined. And i am not willing to give up the idea that anything times 0 is 0. In mathematical analysis and some programming languages, 0 0 is undefined. Therefore we say it is undefined and not infinity. So all of these things. Zero is a number that shows there is no amount.

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