Lervertto is a loving person. It's easy for him to care as long as you offer him the same respect he gives you. Disrespect him and forget about him being nice to you ever again. Lervertto is funny and he has quick wit. He can laugh with you and cry with you. He hides a lot about what affects him behind a smile on his face.
by P. A November 23, 2021
Get the Lervertto mug.One who has a sick obsession with wordlervyword, i.e. he tries to punch men in the genitals at every possible chance.
by Tom Swift October 17, 2003
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A sweet guy/girl. Always makes time for others. Nice body. Sensitive. Funny. Can be an ass if needed. Don't put up with any bullshit. Loves the family life and being in long relationships. Can be weird and random at times.
by THEWIFEYTOHIM February 3, 2010
Get the Levertt mug.A character with extraordinary powers of perception and observation. Noticing everything within their reach, and manipulating it to suit their needs is idiomatic with a Nick Leverton.
A Nick Leverton is liked by many, but loved by very few. His powers allow him to alter the opinions of many people, and is gifted in the field of academia.
Nick Levertons very rarely reveal whom they truly are to people, often distorting their character, out of shyness/anxiety/compulsion to fit in. However what truly lies behind the smokescreen of his false behaviour is truly noticed by very few.
The linguistic properties of a Nick Leverton are diverse, as he is particularly gifted linguistically, phrases idiomatic with Nick Levertons include:
-Cracking Stuff
-Borderline Mediocre
-Verschnicket
-Cheerio
-Jolly Good
-Well technically..
A Nick Leverton has a notable knowledge of all things related to modern music, and his extensive knowledge can often baffle and amaze those with no expertise in the discipline.
When joined by a Tom, particularly a Tom Galligan, a Nick Leverton's behaviour changes vastly, and the Nick Leverton in question can sometimes behave as themselves, comfortable with their company, although only on rare occasions.
Similiar to a Tom Galligan in many ways, some by chance, some by the vast amount of time that can easily be spent in eachother's company, can cause both characters' personalities to merge. As certain socialogical theories will affirm.
A Nick Leverton is liked by many, but loved by very few. His powers allow him to alter the opinions of many people, and is gifted in the field of academia.
Nick Levertons very rarely reveal whom they truly are to people, often distorting their character, out of shyness/anxiety/compulsion to fit in. However what truly lies behind the smokescreen of his false behaviour is truly noticed by very few.
The linguistic properties of a Nick Leverton are diverse, as he is particularly gifted linguistically, phrases idiomatic with Nick Levertons include:
-Cracking Stuff
-Borderline Mediocre
-Verschnicket
-Cheerio
-Jolly Good
-Well technically..
A Nick Leverton has a notable knowledge of all things related to modern music, and his extensive knowledge can often baffle and amaze those with no expertise in the discipline.
When joined by a Tom, particularly a Tom Galligan, a Nick Leverton's behaviour changes vastly, and the Nick Leverton in question can sometimes behave as themselves, comfortable with their company, although only on rare occasions.
Similiar to a Tom Galligan in many ways, some by chance, some by the vast amount of time that can easily be spent in eachother's company, can cause both characters' personalities to merge. As certain socialogical theories will affirm.
Student 1: Hey, how do you prove that if air resistance is ignored, the height h of a projectile above the ground after t seconds is given by
H(t) = - (1 / 2) g t 2 + Vo t + Ho
where g is the acceleration due to gravity which on earth is approximately equal to 32 feet / s 2, Vo is the initial velocity (when t = 0 ) and Ho is the initial height (when t = 0).
If an object is dropped, the distance traveled by this object is given by
H(t) = (1 / 2) g t 2
For a quadratic function of the form
H(t) = a t 2 + b t + c
and with a negative, the maximum of H occur at t = - b / 2a (vertex of the graph of H).
Student 2: I don't know, ask Nick Leverton.
H(t) = - (1 / 2) g t 2 + Vo t + Ho
where g is the acceleration due to gravity which on earth is approximately equal to 32 feet / s 2, Vo is the initial velocity (when t = 0 ) and Ho is the initial height (when t = 0).
If an object is dropped, the distance traveled by this object is given by
H(t) = (1 / 2) g t 2
For a quadratic function of the form
H(t) = a t 2 + b t + c
and with a negative, the maximum of H occur at t = - b / 2a (vertex of the graph of H).
Student 2: I don't know, ask Nick Leverton.
by Hashabeamama August 22, 2011
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by Ehrhsvusdvusbshs November 28, 2023
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