Gonzalo Raúl Barrios Castro (born April 17, 1995), known by his gamertag ZeRo, is a Chilean former professional Super Smash Bros. player and streamer. He was considered the best Super Smash Bros. for Wii U player in the world throughout his career, with a record-breaking 56 consecutive tournament wins in the game from November 2014 to October 2015, including high-profile tournaments such as EVO 2015 and The Big House 5. Prior to the release of Super Smash Bros. for Wii U, he was a top ranked Super Smash Bros. Brawl and Project M player. His best known characters are Diddy Kong in Super Smash Bros. for Wii U, Pit in Project M, Meta Knight in Brawl, and Fox in Melee. He is the only player to have earned more than US$100,000 playing Super Smash Bros. for Wii U competitively.
Barrios retired from professional competition in July 2020 following allegations of sexting two minors in 2014, which also led to Barrios' sponsors cutting ties with him. Barrios later publicly admitted to the allegations.
I am not sure if I am crazy, I am not a mathematician or physicist by training, but I recall doing some work where if I was interested in the limit of a function in "r space" as r-> Infinity I could just use the value of the function in "k-space" at 0 to get the value I was interested in. Is...
Mutiplication of a scalar by a 0 gives 0(scalar)
And also one proves in linear vector spaces that a vector(|>) combined with 0 by multiplicative law gives |0> .
Similarly can one prove that multiplication of a tensor of say rank 2,by 0 will produce a null rank 2 tensor.
Homework Statement
A -14.3 nC point charge and a +24.9 nC point charge are 17.4 cm apart on the x-axis. What is the magnitude of the electric field at the two points on the x-axis where the electric potential is zero?
Homework Equations
V = kq/r
E = kq/r^2
The Attempt at a...
I didn’t believe it when I first heard it. I don't know how to reconcile this fact with what I understand about the known laws of physics. It appears to be one of the grandest mysteries I can think of. I understand that most of the universe is empty space but zero volume is different. Anyways...
Use the intermediate value theorem to show that f(x) has a zero in the given interval. Please show all of your work.
f(x)=-3x³+6x²-4x+12;[2.2,2.3]
have to use the Bolzano's Theorem(special case of the intermediate value theorm
can someone please help me out with this problem?
How can light have momentum if it has zero mass?
The relativistic expression for the momentum of a massive particle is p=mγv. It's possible to get confused if one tries to apply this to a particle with zero mass, since it seems as though the result would have to be zero, and yet we know based...
Is there such a thing as a Lunar solstice?
When the Equator of the Moon crosses the plane of the tilt equals zero or the plane of the earth.
This should occur when the True Anomaly of the Moon is at approximately 90 Degrees or 270 Degrees depending upon the Moon's Eccentricity.
The...
I would like to have a function f such that f(0) = 0 and f(x) = 1 for any x>0. I can compute f in the following way:
f(x) = (2*x+1)/2 - (2*x-1)/2 . Here the division is integer division. But if x=0, here we divide (2*0-1)/2 or -1/2, which is a problem. Because we do not have any number -1...
I am learning uniform circular motion and the question says: A child on a sled comes flying over the crest of a small hill. His sled does not leave the ground but he feels the normal force between his chest and the sled decrease as he goes over the hill. Explain.
Now, I know that normal force...
Given a stationary state
H \psi = E \psi \Rightarrow \left(-\frac{\hbar^2}{2m}\frac{\partial^2}{\partial x^2} + V(x)\right)\psi = E\psi
Firstly is it true that
\left<p\right> = \frac{\hbar}{i}\int\psi^* \frac{\partial \psi}{\partial x} dx= 0
??
If it is, how do we prove it?
Homework Statement
If an even degree polynomial of order 2n intersects the x-axis twice, how do I show that the (2n-1) th derivative has a zero in that interval?
Homework Equations
example: let g(x)=x^3(1-x). Show without computation that g'''(c) =0 for some c in (0, 1).
The...
Esteemed Analysts:
I am trying to rigorize the result that if f is 1-1 in a region R, then f'(z) is not zero in R.
This is what I have: Assume, by contradiction, that f'(zo)=0 for zo in R. Then
f can be expressed locally as :
f(z)=z^k.g(z)
for g(z) analytic and...
Homework Statement
Calculate the center of gravity of this object:
http://img638.imageshack.us/img638/8412/inddddd.jpg The Attempt at a Solution
The bottom line turns out zero, so I get something over zero therefor error!
http://img101.imageshack.us/img101/6995/theretherere.jpg
I was reading about the experiment of constant volume gas thermometer today. When we extrapolate the presuure -temperature lines, the lines would meet at point -273.15 degree celsius, which is zero presure. I was wondering whether it is a matter of coincidence or some science behind it. The...
Hello Forum,
the formula for skin depth is both inversely proportional to conductivity and frequency omega.
There seem to be 3 cases when the skin depth of a metal is exactly (or tends to) zero:
1) if an EM wave of frequency f (any frequency) is incident on a perfect metal wall (infinite...
Homework Statement
Vector 'A' is along postive z-axis and its vector product with another vector 'B' is zero , then vector 'B' could be ..
a) i + j
b) 4i
c) i + k
d) -7k
.
Homework Equations
The Attempt at a Solution
I'm not a scientist, but I really enjoy reading the perspectives on these boards. I have some questions I hoping to hear a lot of perspectives on.
I know absolute zero has never been reached, but in what ways are we attempting to find absolute zero currently?
If, hypothetically, we were...
Hi I am after any information regarding zero pole plots, specifically with reference to filters.
I understand the process of getting the transfer function and plotting it. But once its been plotted how do you go about translating that into a frequency response.
I am also wondering about...
Homework Statement
Find a function, strictly increasing, whose derivative equals zero at TWO places. Find another such function whose derivative equals zero at infinitely many places. These should not be piecewise and should be continuous on all reals.
Homework Equations
f(x)=x^3 has one...
Hello.
An open differential works by the principle of distributing torque equally to both wheels, no matter what. And I think I understand how that works, so no problem with that.
Consider the case of one of the wheels on ice, and therefore having a very low traction limit. Almost every...
I am working on a physics problem from a calc-based E&M (intro) course, and I came up with the following equation:
E = 0 = 10 / (1 - x)2 + 5 / x2 - 10 / (1 + x)2
I got here and worried it was a dead end, so I checked the solutions manual, and they have the exact same thing, and then say "...
if b >> a ,Ex and Hy are zero .why ?
hello friends...in schaum series book on Electromagnetic field theory , its shown that if b>> a then Ex and Hy are zero , and only components present will be Ey , Hx, Hz...
can you please tell me the reson for that...what happened when we made b >> a...
(...
Homework Statement
\lim_{t\to0}\frac{1}{t}-\frac{1}{t^2+t}Homework Equations
Limit Laws, et al.The Attempt at a Solution
\lim_{t\to0}\frac{1}{t}-\frac{1}{t^2+t}
I didn't feel this would work, too much division by zero, so I found a common den...
By definition, superconductors are conductors with zero resistance at low temperatures. Do superconductors exist ideally, i mean whether zero resistance is practically possible?
Gday,
I was wondering if someone could tell what the nullity of an nxn zero matrix is? I can't decide if its zero or n. Could someone knowledgeable please enlighten me?Thanks
Hi,
Today in school I performed an experiment that went like this:
We had a capillary tube with trapped air on the bottom, the top part was open to the atmosphere and, in between, there was some sulphuric acid.
We heated the capillary tube and recorded the increase in volume of the trapped...
A) If the moon of mass mM has radius RM and the distance between the centers of the Earth and the moon is REM, find the total gravitational potential energy of the particle-earth and particle-moon systems when a particle with mass m is between the Earth and the moon, and a distance r from the...
If
\int_{-\infty}^{\infty} f(k) e^{i\mathbf{k}.\mathbf{r}} d\mathbf{k} =0
then is
\ f(k)=0 ?
Is it correct to say that this is an expansion in an orthonormal basis, \ e^{ik.r} , and so linear independence demands that f(k) be zero for all k?
If I understand correctly:
"Time does not evolve for a photon."
However, a photon has a frequency (which is cycles/time).
Question: how can a photon have a frequency that is preserved while it travels despite the photon not experiencing any elapsing of time?
Semester is over but still want to figure this out
Prob 8 on here:
http://www.math.uic.edu/~akers/310PracticeFinal.pdf
When trying to SVD that matrix one of the U or V matrix turns out to be zero but the answer key has just the general formula for SVD
can anyone explain thanks
(Apologies for ascii art math, I don't know latex. Also apologies if this is in the wrong forum.)
Homework Statement
Why, in this lemma, must there be a vector v in V? That is, why must V be nonempty?
An isomorphism maps a zero vector to a zero vector.
Where f:V->W is an isomorphism, fix any...
Homework Statement
A charge of +6.0µC at point A is separated 10.0 cm from a charge of -2.0µC at point B. At what locations on the line that passes through the two charges will the total electric potential be 0?
The Attempt at a Solution[(+) A] ------------------------------ [(-) B]I know that...
Homework Statement
The Poynting vector is,
{\bf{S}} = \frac{{{\mu _0}}}{{16{\pi ^2}c}}\frac{{{{({\bf{\hat r}} \times {\bf{\ddot p}})}^2}}}{{{{\left| {\bf{r}} \right|}^2}}}{\bf{\hat r}} [I.1]
Consider two charged particles, one at the origin (charge q1 and mass m1) and the other (charge...
Homework Statement
Find all zero divisors of the ring Z17
Homework Equations
Are there any zero divisors of the ring Z17?
The Attempt at a Solution
I multiplied 17*17=289...that is only divisible by 17, so I do not think there are any zero divisors...am I missing something?
This is highly theoertical and I came up with it taking a standerized test. So without further adoo,
What would happen if you to a cyrogenic chamber froze something to ablsolute zero and put it on a spacecraft moving at exactly the same velocity as the universe is. Thus canceling out...
When something is frozen fully, and the temperature is absolute zero -there is no entropy - but does that mean the "quantum jitters" are not occurring?
Homework Statement
I am trying to prove that if f is continuous almost everywhere on [a,b], and if g is cont a.e. on [c,d], with
f[a,b] contained in [c,d], then g composite f is cont. a.e.
The Attempt at a Solution
------
Originally, my proof went something like this:
f is cont...
What is the proper term to use when you end up with a divide by zero answer? I never what to write out when I run into this situation.
I've heard; singularity, undefined, infinity, and of course divide by zero.
What are you guys using when you have to explain this phenomenon? Or does it...
Homework Statement
a closed wire loop with current I is in a uniform magnetic field B
show that the total magnetic force on the loop is zero
Homework Equations
The Attempt at a Solution
everywhere that I've looked just states it without explaining why
I was just wondering. With the Twin Theory, with the person traveling at the speed of light causes them to age slower. So I wondered, does that mean that something would age faster if at absolute zero? Because I've heard that motion is relative to temperature, and time is relative to velocity...
According to Charles' law, volume decreases with temperature. Extrapolating down towards absolute zero, and the volume of the gas will be zero.
How can this be possible? Surely any amount of gas will still have to take up some volume in space. Can multiple gas molecules really occupy zero volume?
For example,K is a triangulation of S^2 ;H_1 (K ) = Z_1 (K )/B_1 (K ).And Z_1 (K ) = B_1 (K ) .Then I think H_1(K)=[z],z is any element of Z_1(K),[z] is the equivalent class of z .But why is it zero?Thank you!
What is the definition of a zero set and what exactly does it mean?
I have come across different responses on the internet, but none of them explain really what it means or give good examples, I am having a rough time with this concept in real analysis.
For example, how would I determine...
I was looking at a situation where a fridge in the back of a truck is just about to tip back due to the truck's acceleration. I am looking at the moment just before it tips. The net torque here is 0 since it is not yet tipping back. I thought I was allowed to pick any axis I wished and so picked...
Homework Statement
http://www.electron.rmutphysics.com/physics/charud/scibook/Physics-for-Scientists-and-Engineers-Serway-Beichne%206edr-4/29%20-%20Magnetic%20Fields.pdf
Go to page 17 to 18 (it cuts off there), in the picture the vectorial sum of the forces are CLEARLY 0 (they even took...
I understand how he got -120 and 360 as zeros, but then there is another zero 240, how did he get that?
Check the diagram i have posted (which was done by the teacher) for simpler version
A bit of background:
we are working with sine functions the equation being
y=2sin(x-30)+1
so we re...
My applied maths teacher proposed this question while we were having a discussion about gravitational effects. We do not know the answer.
Given a hollow cylinder with a mass large enough to have its own gravitational effects,
placed in zero gravity.
If you propel an object into to an...