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It is slang for bowel movement

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Q: What does going number two mean-slang?
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Related questions

Is the sum of two mixed numbers always going to be a mixed number?

Yes


How come you keep going number two?

To clear your body of nitrogenous wastes.


How many times does number two going to 990?

Exactly 495 times


What are two ways to find the mass number?

by asking a person or going to a school


If you multiply two prime numbers will the answer be a prime number?

No, the answer is not going to be a prime number. For example, 2*3=6 which is not a prime number.


Why is the Fibonacci number famous?

A Fibonacci number is one of a sequence where each number (after the first two) is made by adding the two before it. The most famous sequence begins with 1, 2, 3, 5, 8, 13, 21, and so on... The number sequence is 'famous' because it is found in many instances in nature, including the arrangement of seeds in the head of a sunflowers one number going clockwise and another going anticlockwise), and the 'nobbles' on a pineapple - again one number going left to right, and another going right to left.


How Would you use while number In a sentence?

While number three has been successful for me in the past, today I'm going to choose number two.


What are two to and too?

I'll give you a sample of how they're used in sentences. To: I am going to the shop. Two: One, Two, Three. Too: Me and a few friends are going to the cinema, I think Jimmy is going too.


When you add a positive and a neagitive number what is it going to equal to?

It will be a number either negative, zero or positive, depending on what the two numbers you add are.


What is all the major changes of the telephones?

There are a countless number of major changes to the telephone. The two most major changes include going cordless and then going compact.


Which of these sentences is correct you are going to Harrod's at to to I am going to Harrod's at two toI am going to Harrod's at two tooI am going too Harrod's at two to?

I am going to Harrod,s at two too.


What if two rational numbers are divided is the quotient always going to be a rational number?

Not if the second rational number is 0: in that case the quotient is not defined. Otherwise the answer is yes.