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Soviet Lionesses Are Busy!

PostPosted: February 17th, 2016, 5:04 am
by Leviara_Lioness
Lioness Music: POWERMAN 5000- Bombshell :kiaraohyeah:
Lioness Mood: Cheerful :nalasmile: :zuricool:
Lioness Health: Soso :concern: / Lioness Nausea Magnitude:Level 5/6 :concern:
Lioness Work Factor: Out of 100% , 98.87336% :nalasmile: :nalasmile: :nalasmile:
Soviet Lioness Quote: Wave Function for N Particles shown in (Nomenclature)
r = (r1, r2... rN)
sz = (sz 1, sz 2... sz N)

Boolean Algebra Law:
Laws of Boolean Algebra
Commutative Law
Commutative Law of Addition: A + B = B + A
Commutative Law of Multiplication: AB = BA
Associative Law
Associative Law of Addition: A + (B + C) = (A + B) + C
Associative Law of Multiplication: A(BC) = (AB)C
Distributive Law
A(B + C) = AB + AC

A Note from my Linear Momentum Studies:

Linear momentum is a vector quantity defined as the product of an objects mass, m, and its velocity, v. Linear momentum is denoted by the letter p and is called momentum for short:

Note that a body's momentum is always in the same direction as its velocity vector. The units of momentum are kg m/s.
Fortunately, the way that we use the word momentum in everyday life is consistent with the definition of momentum in physics. For example, we say that a BMW driving 20 miles per hour has less momentum than the same car speeding on the highway at 80 miles per hour. Additionally, we know that if a large truck and a BMW travel at the same speed on a highway, the truck has a greater momentum than the BMW, because the truck has greater mass. Our everyday usage reflects the definition given above, that momentum is proportional to mass and velocity.
Linear Momentum and Newton's Second Law
In Chapter 3, we introduced Newton's Second Law as F = ma. However, since acceleration can be expressed as , we could equally well express Newton's Second Law as F = . Substituting p for mv, we find an expression of Newton's Second Law in terms of momentum:

In fact, this is the form in which Newton first expressed his Second Law. It is more flexible than F = ma because it can be used to analyze systems where not just the velocity, but also the mass of a body changes, as in the case of a rocket burning fuel.



I'm now studying Purely All Advanced-> Light/Particle Physics, Nuclear/Astrophysics, Laser Physics, Linear Motion Physics, Advanced Linear Algebra/Trigonometry and Advanced Boolean Algebra among Other Math/Sciences, Advanced Composition, ect! I'm getting All GPA 4.0's in it, in regular/and tests too, I'll be Taking SAT's and CAT's this year, since new years start I've been really busy too! I'm Also Assigned to Read the Entire History of Nikola Tesla, and Study his Designs and Math and Draw them too in Schematic Form/Mathematical Form, I'm taking 13+ Courses, though I'm in 9th Grade now, I'm taking University/College Level Home School Work! :nalasmile:

Otherwise I'll be Doing my Art Trades/Requests in between, resting from my usual illnesses! Well I must go! Have Heavy Math/Sciences To Study, along with Art Trades Requests to do!
Below a small taste of my Study work! You should see the math I do with it and on, I typed this from memory!

Soviet Lioness Quote: Linear motion
Physics


Linear motion, also called uniform motion or rectilinear motion, motion in one spatial dimension.

According to Newton's first law (also known as the principle of inertia), a body with no net force acting on it will either remain at rest or continue to move with uniform speed in a straight line, according to its initial condition of motion. In fact, in classical Newtonian mechanics, there is no important distinction between rest and uniform motion in a straight line; they may be regarded as the same state of motion seen by different observers, one moving at the same velocity as the particle, the other moving at constant velocity with respect to the particle.

A body in motion may be said to have momentum equal to the product of its mass and its velocity. It also has a kind of energy that is entirely due to its motion, called kinetic energy. The kinetic energy of a body of mass m in motion with velocity v is given by K = (1/2)mv2.

Re: Soviet Lionesses Are Busy!

PostPosted: February 17th, 2016, 2:02 pm
by _TravelerBlu_
All of this is literally exactly what I have been learning this week!!!!

Re: Soviet Lionesses Are Busy!

PostPosted: February 17th, 2016, 3:01 pm
by Leviara_Lioness
Wow Sis! Cool huh! You know Sis, (Medhu) mommy Leopardy, was Right 2016 is My Year!! I didnt know you were studying this exact thing! How cool Sis **huggs** :nalasmile: :hug3:

Re: Soviet Lionesses Are Busy!

PostPosted: February 17th, 2016, 11:45 pm
by _TravelerBlu_
its awesome!! Medhu is alway right XP

Re: Soviet Lionesses Are Busy!

PostPosted: February 18th, 2016, 4:06 pm
by Leviara_Lioness
:D I agree completely its Awesome! Yes, my Mommy Leopardy Medhu, always knows **huggs her and you** :nalasmile:

Re: Soviet Lionesses Are Busy!

PostPosted: February 24th, 2016, 8:35 am
by FeatheredSeclude
A(B + C) equals B(A + C) equals C(A + B) if and if only if A, B, and C are of the same absolute value.
Is this statement true or false?

Re: Soviet Lionesses Are Busy!

PostPosted: February 24th, 2016, 3:47 pm
by Leviara_Lioness
From what my Advanced Boolean Algebra Math Book Stated Bro Sweetheart Times, it is True, by thier Transpositional Breakdown of this Boolean Algebraic Law. :nalasmile:

Re: Soviet Lionesses Are Busy!

PostPosted: February 25th, 2016, 12:59 am
by FeatheredSeclude
It can be true, but also could be false.

None of them are specified as being positive nor negative.
It also doesn't say if one, two, or all of them are negative either.

If only 1 or all three were negative, the statement
1 negative -ab -ac | -ab + bc | -ac + bc
2 negative A&B ab -ac | ab -bc | -ac -bc (same logic goes if is were any of the other two)
3 negative ab + ac | ba + bc | ac + bc

Yes they all could be the same absolute value.
But in a whole, the proper info isn't given to make a solid answer to it.
What is said above prooves that.

To make that statement true, it would be this:
A(B + C) equals B(A + C) equals C(A + B) if and if only if A, B, and C are negative integers of the same value.

Re: Soviet Lionesses Are Busy!

PostPosted: February 26th, 2016, 3:07 am
by Leviara_Lioness
yeah thats true, its a very variable thing, I found in my book, but no doubt good point, Bro times!

Re: Soviet Lionesses Are Busy!

PostPosted: February 26th, 2016, 11:07 am
by FeatheredSeclude
Yes, and it applies to all conjectures. I don't think that's the right word.