What is the result of 1 or 0?

Since any number multiplied by zero is zero, the expression 00 is also undefined; when it is the form of a limit, it is an indeterminate form. 1/0= infinity.

What happens if you divide by 0?

So, that means that this is going to be undefined. So zero divided by zero is undefined.

What is the result of multiplying all figures from 0 to 1?

Any number multiplied by 0 is 0 and here we have 0 × 1 = 0. One is being multiplied by zero and so, the answer is zero.

What is the value of 0 to power 0?

1
Zero to the power of zero, denoted by 00, is a mathematical expression with no agreed-upon value. The most common possibilities are 1 or leaving the expression undefined, with justifications existing for each, depending on context.

What do you mean by 0 0?

0/0 is undefined. If substituting a value into an expression gives 0/0, there is a chance that the expression has an actual finite value, but it is undefined by this method.

What does \%2 == 0 mean in programming?

These days, if you do number \% 2 == 0, the compiler is likely to generate code that executes as quickly as (number & 1) == 0 does. So this code checks if the first bit (least significant/most right) is set or not, which indicates if the number is odd or not; because all odd numbers will end with 1 in the least significant bit e.g. xxxxxxx1

What does (number & 1) actually do?

Basically, (number & 1) performs a bitwise-and between number and 1. The result is either 0 or 1, depending on whether it’s even or odd. Then the result is compared with 0 to determine if it’s even. Here’s a page describing bitwise operations.

What is the value of 1 0 \\frac10 0 1 ​?

There are some common responses to this logic, but they all have various flaws. Rebuttal: In calculus, 1 0 \\frac10 0 1 ​ equals ∞. \\infty. ∞. Reply: This statement is incorrect for two reasons. First, infinity is not a real number. The proof demonstrates that the quotient 1 0 \\frac10 0 1 ​ is undefined over the real numbers.

Is the quotient 1 0 0 0 1 ​ undefined?

First, infinity is not a real number. The proof demonstrates that the quotient 1 0 \\frac10 0 1 ​ is undefined over the real numbers. It is true that, in some situations, the indeterminate form 1 0 \\frac10 0 1 ​ can be interpreted as ∞: \\infty: ∞: for instance, when taking limits of a quotient of functions.