Table of Contents
What ng means?
“No Good” is the most common definition for NG on Snapchat, WhatsApp, Facebook, Twitter, Instagram, and TikTok. NG. Definition: No Good.
What is OK and Ng?
Never heard of NG to mean “No good”. As an antonym of OK, you can say: Bad/Wrong/Not good/No good/Not correct. Some people also say “Not OK”.
What does the abbreviation NR stand for?
| Acronym | Definition |
|---|---|
| NR | Not Required |
| NR | Not Rated |
| NR | Naval Reserve |
| NR | Number |
What does NR mean in real estate?
no fee: No charge by a real estate agent or broker. no pts: No pets. non-smo: A person who does not smoke cigarettes, cigars, etc. nr: Near.
What does ng emoji mean?
No Good
Emoji Meaning The letters NG, shown enclosed in a square, which are an acronym for the words No Good. The origin of NG refers to bloopers shown during or after the credits of a live television show in Japan (known as NGs), but can be used in any field as a form of shorthand for no good.
What is Ng means in angular?
In Angular. js the prefix ng stands for “Angular;” all of the built-in directives that ship with Angular use that prefix. Similarly, it is recommended that you do not use the ng prefix on your own directives in order to avoid possible name collisions in future versions of Angular.
What does ng stand for in filming?
NG is not just behind of the scenes, only include failed scenes. origin of the word is form ” No Good “
What is NR full form?
NR Full Form is No Reaction.
What does NR stand for in grades?
not reported
If an instructor does not enter grades for a student before the grade entry deadline, the Office of the Registrar will post a grade of NR (not reported) at the time grades are rolled to history. All NR grades will be listed on reports that can be used to follow up with instructors.
What does NB MF mean?
Definition. NBMF. New Brunswick Masonic Family (Canada) Copyright 1988-2018 AcronymFinder.com, All rights reserved.
What does FPP mean in real estate?
A product of spaces with the fixed-point property in general fails to have the fixed-point property even if one of the spaces is the closed real interval. The FPP is a topological invariant, i.e. is preserved by any homeomorphism.