A giant Decepticon with praying mantis powers, causing him to be dubbed "Predacon". He is adept at sending immense amounts of spam at one time.
by Mwargh February 3, 2010
Get the Logan mug.Also known as the famous Canadian poop eater. Made his first million by selling VHS tapes to Japan on which he ate green and brown shit.
by Kyo March 21, 2003
Get the Ass Attack Logan mug.Related Words
Logan Paul is a white boy from ohio who created the Logang. He is an X-Vinestar and youtuber. Although he is famous he somehow manages to aplease his youtube audience. On the other hand Jake Paul his brother, is a choch. Jk Jake, your cool. #Logang#Savage
Person 1: Hey Look! It's Logan Paul!
Person 2: Hey Look! It's Jake Paul!
Person 3: Hey Look! You're a Choch!
Person 2: Hey Look! It's Jake Paul!
Person 3: Hey Look! You're a Choch!
by TheFrostedLizard March 6, 2017
Get the Logan Paul mug.by Allen Dam May 6, 2009
Get the Logan Moment mug.Smoking a cigarette down to the filter or even past the filter; taking the absolute last drag in a cigarette
"You think I can LoganDrag that cigarette before you pitch it?"
A reasonable person is done with his cigarette and looks to his buddy and sais "Want this?" His buddy responds, " Nah broskii I don't want the LoganDrag"
A reasonable person is done with his cigarette and looks to his buddy and sais "Want this?" His buddy responds, " Nah broskii I don't want the LoganDrag"
by RobStoffa May 4, 2010
Get the LoganDrag mug.MATHEMATICS: The exponent, or power, to which 10 has to be raised to express any positive real number.
Logarithm is derived from Greek logos "reckoning, ratio," and arithmos "number."
Logarithm is derived from Greek logos "reckoning, ratio," and arithmos "number."
Since I can't make a nice table, let's use the following format: Base, Exponent, Expression, Result such that in line 1, Base = 10, Exponent = -3, Expression = 10^-3, Result = 0.001. We obtain,
10, -3,10^-3, 0.001 (or 1/1000) (line 1)
10, -2, 10^-2, 0.01 (or 1/100)
10, -1, 10^-1, 0.1 (or 1/10)
10, 0, 10^0, 1
10, 1, 10^1, 10
10, 2, 10^2, 100 (10 squared)
10, 3, 10^3, 1,000 (10 cubed)
And so forth.
Any positive real number can be expressed as the product of 10 raised to any real number; for example 100,000 can be written as 100 x 1000 = 10^2 x 10^3 = 10^5. Notice that the exponents are additive. It is easy to show that for division the exponents subtract.
Before the advent of hand-held electronic calculators, logarithms and the use of log tables reduced calculating time by converting long-hand multiplication into an addition process and long-hand division into a subtraction process where the result was accurate to three significant figures. One would just look up the logarithms of two or more numbers that were being multiplied, sum the logarithms, and then look up the corresponding number.
Another benefit of using logarithms is that curvilinear data points can be converted into linear data points, and the latter is easier to model with a first-order equation derived using either graph paper or linear regression analysis.
10, -3,10^-3, 0.001 (or 1/1000) (line 1)
10, -2, 10^-2, 0.01 (or 1/100)
10, -1, 10^-1, 0.1 (or 1/10)
10, 0, 10^0, 1
10, 1, 10^1, 10
10, 2, 10^2, 100 (10 squared)
10, 3, 10^3, 1,000 (10 cubed)
And so forth.
Any positive real number can be expressed as the product of 10 raised to any real number; for example 100,000 can be written as 100 x 1000 = 10^2 x 10^3 = 10^5. Notice that the exponents are additive. It is easy to show that for division the exponents subtract.
Before the advent of hand-held electronic calculators, logarithms and the use of log tables reduced calculating time by converting long-hand multiplication into an addition process and long-hand division into a subtraction process where the result was accurate to three significant figures. One would just look up the logarithms of two or more numbers that were being multiplied, sum the logarithms, and then look up the corresponding number.
Another benefit of using logarithms is that curvilinear data points can be converted into linear data points, and the latter is easier to model with a first-order equation derived using either graph paper or linear regression analysis.
by Nickelman from the boonies. April 4, 2013
Get the Logarithm mug.