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$\color{red}{\text{Skullpatrol names a group of Oakland/LA Raider fans}}$

$\color{red}{\text{who specifically cheer for the defensive line.}}$

The skullpatrol sits in the south end zone section known as the Blackhole. The name is a combination of a fan's nickname Skully who painted a police Patrol car in the silver and black team colors.

Raider4life, no fair weather fans allowed, commitment to excellence, the silver and black, just win baby, skull_patrol, skull-patrol, and Darth Raider leader of the dark side.

aka $\Huge badass$


Sep
19
comment How do you read the symbol “$\in$”?
Thank you for the helpful links.
Sep
19
comment High school math definition of a variable: the first step from the concrete into the abstract…
Thank you for your answer(s). How is this question related to your answer here?
Sep
18
comment How do you read the symbol “$\in$”?
Ho Hey
Jul
25
comment How find this limit $I=\lim_{n\to\infty}n^a\left(\int_{0}^{\pi/2}\sin{(nx)}\cos^n{x}dx\right)=b$
Please come back @Chris'ssis
Jul
3
comment Trying to explain what “consistent” means to a middle schooler
@DaveL.Renfro what would be the first math thing you would use?
Jun
29
comment Trying to explain what “consistent” means to a middle schooler
Thank you for the clear explanation, but how can this be shown at the elementary Algebra level studied in middle school at the age of 13 years old?
Jun
26
comment Multivariable calculus - scalar field
Before posting hints, maybe we should let the OP express his/her ideas :-)
Jun
26
comment Multivariable calculus - scalar field
Do you have any ideas?
May
3
comment What is the difference between equation and formula?
Note: Not every equation is a formula; but by the above definitions, every formula must be an equation in algebra.
May
3
comment What is the difference between equation and formula?
Similar to the distance formula: $D=rt$
May
3
comment What is the difference between equation and formula?
I would say it is a fuel efficiency formula.
May
1
comment No difference between $0/0$ and $0^0$?
let us continue this discussion in chat
May
1
comment No difference between $0/0$ and $0^0$?
Because it means division by zero.
May
1
comment No difference between $0/0$ and $0^0$?
But the expression $0^0$ has no meaning.
May
1
comment No difference between $0/0$ and $0^0$?
This is a nice summary of "What is $0^0$"
May
1
comment No difference between $0/0$ and $0^0$?
When you say "strictly" speaking do you mean if using the standard algebraic definition of division as $a \div b = \frac{a}{b} = a*\frac{1}{b}; b\neq 0$?
Mar
31
comment Percent word problem - calculate store cost
This may help :-)
Mar
19
comment Very simple function question
Division by 0
Mar
6
comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra?
Thank you for all your time and effort.
Mar
6
comment Could somebody please help me prove this using the properties of real numbers introduced in elementary algebra?
Thank you for your time and effort. May I ask your opinion about user 685252's answer?