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Roots of a Quadratic Equation


Robertrichardr

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The derivative of the quadratic formula is both values of x, which are obtained by addressing the quadratic equation. These derivatives of a quadratic equation are also called absolute nos of the formula. For example, the roots of the formula x2 - 3x - 4 = 0 are x = -1 and x = four because each satisfies the formula. that is,

At x = -1, (-1 )2 - 3( -1) - 4 = 1 + 3 - 4 = 0

At x = 4, (4 )2 - 3( 4) - 4 = 16 - 12 - 4 = 0

There are different methods for finding the derivative of a quadratic equation. The use of the quadratic formula is one of them.

Edited by Ruggerxi
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That is flowing be back in late high high school

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One gallon is 128 ounces. X5 from my secondary fermenter =640 ounces, or 53.3333 12ounce bottles, or 40 16ounce bottles. Depending on my hydrometer/before/after fermentation & percentage of alcohol, how many 2lb logs do I have to burn in the fireplace to finish a sixer of home brew, & how many times will I piss in the yard?

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The answer is blue

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Takes me back to 9th grade, where I wondered of any real-world applications & found the first to be calculation of compound interest.

Was tasked with a couple ways to solve it, one being completing the square. 

Not nearly as annoying as having to learn the citric acid cycle and writing it out from memory. 

The why to that being we recycle our weight's worth of Adenosine Triphosphate every day, even though we only have a small amount, so our cells can process energy.

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51 minutes ago, jointz said:

The answer is blue

Labatts?

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No the right answer is 42 or if you wish 6x7  . But thats the answer. Now to figure out what the answer means you have to ask a women. 

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1 hour ago, Labob said:

No the right answer is 42 or if you wish 6x7  . But thats the answer. Now to figure out what the answer means you have to ask a women. 

There is an actual magical number that shows up everywhere and is critical to the universe's existence: 1/137.

It's a pure number and not dependent on any system of measurement to be discovered, meaning any intelligent species would discover it when advanced enough. 

It's called The Fine Structure Constant & is a mystery to physicists & other scientists why this particular number shows up everywhere in equations that describe our universe.

 

Edited by Timmah!
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13 hours ago, Robertrichardr said:

The derivative of the quadratic formula is both values of x, which are obtained by addressing the quadratic equation. These derivatives of a quadratic equation are also called absolute nos of the formula. For example, the roots of the formula x2 - 3x - 4 = 0 are x = -1 and x = four because each satisfies the formula. that is,

At x = -1, (-1 )2 - 3( -1) - 4 = 1 + 3 - 4 = 0

At x = 4, (4 )2 - 3( 4) - 4 = 16 - 12 - 4 = 0

There are different methods for finding the derivative of a quadratic equation. The use of the quadratic formula is one of them.

I am still trying to figure out why I should care about this?  🤣

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5 hours ago, SGTSmeg said:

I am still trying to figure out why I should care about this?  🤣

Because you're an >IDIOT<!!!!   8P

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10 hours ago, TBB said:

Did a stint teaching Calc at a local college- if you're interested

https://cdn1.byjus.com/wp-content/uploads/2020/09/Differentiation-formulas.png

Solve to win at black Jack 

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11 hours ago, TBB said:

Because you're an >IDIOT<!!!!   8P

Well we ALL know that!  🤣

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51 minutes ago, Labob said:

Ooh sin x and tan x = rugger x 

You saying rugger should be x'd out????   8P

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46 minutes ago, TBB said:

You saying rugger should be x'd out????   8P

I have the answer but its meaning can only be trully understood by a women. My inital understanding of this solution was Rugger has an x who sinned and is tanned. I could be wrong. I am from Quebec 🙂 and do not have an X only fond memories of women who still want me 🙂

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5 hours ago, Labob said:

I have the answer but its meaning can only be trully understood by a women. My inital understanding of this solution was Rugger has an x who sinned and is tanned. I could be wrong. I am from Quebec 🙂 and do not have an X only fond memories of women who still want me 🙂

Sheeeeeeeeeeeeeeeeeeeeeeet

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