I'll help you with algebra for btc

[Carterwyang]

Having problems with algebra and need a little help ? don't worry then for between 0.001 btc and 0.02 btc i'll help you to understand the concepts and the workings of this topic

[Phinnaeus Gage]

"Consider (x² / 4) + (y² / 1) = π^π. What is the equation describing this after it has been rotated 42⁰ counterclockwise, traveling at a speed no greater than a migratory South African Swallow?"

[DrHerbSmoker]

"Consider (x² / 4) + (y² / 1) = π^π. What is the equation describing this after it has been rotated 42⁰ counterclockwise, traveling at a speed no greater than a migratory South African Swallow?"

is this serious? how the hell does anyone even fathom making this up in the very least? omg need to smoke a doobie after reading that

[Carterwyang]

lol actually it can be answered, it describes a positive trending, exponentially rising curve (due to nⁿ ) ranging from zero to infinity that is by putting nⁿ = the value of x, then rotating the curve 40^o counterclockwise while moving it at the speed of said migratory bird, and within the limits of the starting point of rotation to the end point of rotation the figure of a relative bulls horn is obtained

[videos4btc]

lol actually it can be answered, it describes a positive trending, exponentially rising curve (due to nⁿ ) ranging from zero to infinity that is by putting nⁿ = the value of x, then rotating the curve 40^o counterclockwise while moving it at the speed of said migratory bird, and within the limits of the starting point of rotation to the end point of rotation the figure of a relative bulls horn is obtained

Booom! lol

[DrHerbSmoker]

lol actually it can be answered, it describes a positive trending, exponentially rising curve (due to nⁿ ) ranging from zero to infinity that is by putting nⁿ = the value of x, then rotating the curve 40^o counterclockwise while moving it at the speed of said migratory bird, and within the limits of the starting point of rotation to the end point of rotation the figure of a relative bulls horn is obtained

pay this man his monays  you are good my man. lol or maybe im just way behind times.

[smeagol]

"Consider (x² / 4) + (y² / 1) = π^π. What is the equation describing this after it has been rotated 42⁰ counterclockwise, traveling at a speed no greater than a migratory South African Swallow?"

The equation simplifies to

y = √(-0.25x² +  π^π), which when graphed results in an undefined y.  Are you sure that's the correct equation?

@Carter you mistook n for pi

[Carterwyang]

lol i see, my bad there the equation you did is correct though

[DrHerbSmoker]

lol i see, my bad there the equation you did is correct though

nevermind this man has failed me sigh