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Lahra

Lahra is usually really shy or extremely outgoing; there is no inbetween. 'Lahra' is an unusual spelling for an unusual girl! She is very good at sports. She is an incredible dancer and a hard-working smart student. A typical Lahra is very musical, loyal to her friends and family and has a kind soft heart.

When a Lahra walks into a room all eyes are staring at her because of her gorgeous hair, body and delicate features and many boys have crushes on her.

Lahra is a good all a rounder and is liked by all and she has a beautiful heart. She doesn't like taking shit and when things don't go her way she gets upset at times. Lahras like to talk a lot when they are with their friends but are shy and a bit awkward when they don't know you too well and you have to earn their trust.

Lahra is a great daughter, friend sister and girlfriend and their is never a dull moment when a Lahra is around.
OMG Lahra's hair is so beautiful! (Person 1)

I know I wish I looked like her! (Person 2)
by Truedefintition October 6, 2020
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lahra

a lezo weeb that does not like cheese
likes anime eg chansaw man
who is that

that is lahra
by cheese 69 November 15, 2022
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Related Words

Labrador Retriever

A medium large dog breed originating from Newfoundland. They come in three colors according to the AKC. They are the most popular breed in US for many reasons. And you will find hair laying around if one is close by.
"My dog Murphy is a Labrador Retriever."
by -anonymous15 January 10, 2014
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Labranting

To show off publicly while shirtless. Drawing attention to oneself generally in a cheesy way while shirtless
Why's that dude Labranting over there?! Put a damn shirt on son!
by GuyFawkesJeep October 4, 2020
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laha

For when you can't decide between lol and haha, you can use laha. lol + haha = laha
Man 1: Dude I just saw an old guy riding a unicycle while eating a banana.
Man 2: laha bro
by PHISCAL February 1, 2015
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Lagrangian Mechanics

Lagrangian Mechanics is the reformulation of Newtonian Mechanics that utilizes the Lagrangian defined by

L=T-U

where

T= total kinetic energy of a system of particles
U= sum of the potential energy functions of a system of particles

In other branches of physics, the Lagrangian is defined as the function

L: TQ--> R

Where Q is the configuration space, a subset of R^3N
such that the action, defined as the functional,

A(q)= int(L) dt
when it reaches stationary value at {q(t)}, will male {q(t)} the equations of motion.
Note, int() means the integration notation with the limits of integration being positive an negative infinity, respectively.

It is shown, using the Calculus of Variations, that the equations of motion are in such a way that they satisfy the Lagrange's Equations of motion

D(d(L)/dv)-d(L)/dq=0
Where D is the differential operator with respect to time, d/dx stands for partial differentiation, and v is the generalized velocity.
Bob: Why is general relativity so tough to learn?!
Doug: Cause' you don't know enough Lagrangian Mechanics!
by pinu7 November 11, 2009
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Lahana

Lahana isn’t a common name. It’s mostly generated from Hawaii, and Fiji. She is really goofy, funny and one of the most trustworthy girls. She is protective over her man. She won’t let anyone hurt them. Whoever meets a Lahana, are very lucky. She isn’t just looks and feelings, Lahana’s are very competitive. They’re are very strong and if you get into a big fight with one, you’ll probably lose.
Hey, look it’s Lahana !

Lahana I need to tell you something important.
by Bananalaila February 6, 2019
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