2 Broke Girls 6x12 Promo Season 6 Episode 12 Promo
Tell me dear, love songs, Chanson
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Whats Going to Happen in 2017... - Duration: 8:56.
yo whats up guys its Yogge and today i have a brand new video for you guys
so guys today todays video going to be a little chill rather than my other videos
i just wanna say
thank you every body for this year
i wouldnt say this year is my best year ever in my life or anything
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my new GoPro :D:D:D:D:D:D - Duration: 4:38.
WARNING VERY LOWE VOICE TERN ON CC BEFORE VIDEO
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MEME MAPS. - Duration: 0:10.
juicy memes,
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VNV Nation - Nova (Español - English) Lyrics - Duration: 6:09.
For more infomation >> VNV Nation - Nova (Español - English) Lyrics - Duration: 6:09. -------------------------------------------
Bitter gourd with salted egg (酥脆苦瓜炒咸蛋) - Duration: 2:31.
Turn on subtitles for instructions
50g all purpose flour
pinch of salt
1/2 tsp baking powder
100ml ice water
mix evenly
deep-fry for 2~3 minutes
Steam for 10 minutes
mash it
2 tbsp butter
when the butter almost melt, add the mashed salted egg
when it become foamy, add fried bitter gourd and mix evenly
Thank for watching!
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VIDEO: Breezy but sunny on first day of new year - Duration: 3:48.
IT'S A WHOLE NEW YEAR AND
WE GET THE START THIS ALL OVER
AGAIN.
LAST JANUARY WAS NOT THAT BAD.
DECEMBER NOT TOO BAD.
LOOK WHAT HAPPENED TODAY.
WE STARTED OUT ABOUT NOON TODAY
AT ABOUT 34 DEGREES.
SINCE THEN, IT HAS BEEN A STEADY
CREEP UP TO 40 DEGREES.
AS YOU LOOK OVER THE
CITY,
DECORATED UP WITH THE 2017 LOGO
READY.
SOUTHWEST WAS AT 15 -- SOUTHWEST
WINDS AT 15.
IF YOU ARE OUT IN THE RAIN, IT
IS COLD RAIN.
WHAT WILL HAPPEN WITH THE
TEMPERATURE OVERNIGHT, IT WILL
HOLD STEADY.
AS SHOWERS WIND DOWN INTO EARLY
MORNING AND GET BACK TO
SUNSHINE, IT LOOKS LIKE TOMORROW
, KIND OF BREEZY OUT THERE.
CHECK OUT THE TEMPERATURES.
STILL HAVE THE HIGH TEMPERATURE
FOR THE DAY.
WE START TO SEE THE TEMPERATURES
JUST A LITTLE BIT COOLER.
WITH THOSE COOLER TEMPERATURES
WE HAVE SEEN SOME SNOW.
WIND OUT OF THE SOUTH RIGHT NOW.
RUNNING ABOUT 50 MILES PER HOUR.
HERE IS WHAT IS SHOWING UP ON
RADAR.
RIGHT ALONG 495.
IF YOU ARE IN THE RIGHT SIDE,
YOU ARE GETTING RAIN.
IF YOU ARE ON THE LEFT SIDE,
YOU'RE GETTING SNOW.
WE WILL CONTINUE TO SEE THAT FOR
THE NEXT THREE HOURS OR SO.
FIRST NIGHT CELEBRATION
COULD BE
ON THE DAMP SIDE OVER THE NEXT
FEW MINUTES.
DOWN IN THE SOUTH, WE HAVE NOT
SEEN MUCH IN THE SOUTH SHORE.
OUT TO THE WEST, WE HAVE SOME
SNOW.
THE OTHER THING
IS THEY SLOW THE
SPEED LIMIT DOWN ON THE MASS
PIKE NEAR THE ALBANY AREA
BECAUSE IT IS SLIPPERY.
MILD WEATHER IS FLOWING OVER THE
TOP.
THAT IS WHY WE ARE SEEING THE
SNOW CHANGEOVER TO RAIN.
THIS IS THE MAP AT MIDNIGHT.
YOU SEE THE RAIN, THE SNOW.
WE ARE WINDING DOWN THE SNOW
HERE.
BY THE TIME YOU GET TO 5:00
A.M., THERE MIGHT BE A SPRINKLE
OR TWO DOWN BY THE CAPE.
WE SHOULD LOOK AT SUNSHINE.
HERE THE TEMPERATURES AT 8:00
A.M.
BY MORNING WE ARE BACK INTO THE
40'S.
HERE IS WHERE WE WILL SEE AN
INCH OF SNOW, BUT JUST A LIGHT
COATING ELSEWHERE
AND FOR
BOSTON, A CHILLY RAIN.
TONIGHT, LIGHT RAIN AND SNOW,
TEMPERATURES HOLDING STEADY.
THEY MAY, THEY -- THEY MAY COME
UP A FEW DEGREES.
AS THIS SYSTEM GOES PAST US AND
THOSE OUT, WE TURN OUR ATTENTION
TO WANT TO THE SOUTH.
THERE IS A NEW AREA THAT WILL BE
LIFTING ITS WAY UP HERE MONDAY
NIGHT AND THAT WOULD PRESENT
WINTRY MIX.
TOMORROW WE HAVE GOT SUNSHINE.
BREEZY, ABOUT 46 DEGREES.
THEN WE HAD TO MONDAY AND HAVE A
SUNNY DAY.
BY NIGHT THERE COULD BE A MIX
COMING IN.
THAT STARTS TO
LIFT ITS WAY
NORTHWARD AND THAT IS RUNNING
INTO COLD AIR.
BY THE
TIME YOU GET TO TUESDAY
AFTERNOON WHEN THE HEAVY RAINS
COME IN, IT IS FULL-FLEDGED
RAIN.
WEDNESDAY, STILL HOLDING ONTO
WARM TEMPERATURES IN THE
MORNING.
IN THE AFTERNOON IT WILL START
TO FALL OFF.
BY THE TIME WE GET TO THURSDAY
AND FRIDAY, IT IS COOLER.
COOL ENOUGH ON FRIDAY THAT WE
COULD BE TALKING ABOUT A LITTLE
SNOW.
NOT A LOT OF UNIFORMITY IN THE
COMPUTER MODELS.
SOME ARE SAYING A LITTLE SNOW AT
THE CAPE.
WE WILL SEE.
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Tzuyu nhận nhiều lời khen nhan sắc khi biểu diễn cùng Hani, Seol Hyun - Duration: 2:41.
For more infomation >> Tzuyu nhận nhiều lời khen nhan sắc khi biểu diễn cùng Hani, Seol Hyun - Duration: 2:41. -------------------------------------------
Ella Fitzgerald- Dream (covered by Nothing But You) - Duration: 5:49.
Official site : www.nothingbutyou.org
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KUZUZANGPO - Kezang Dorji Official Music Video - Duration: 3:00.
Chilo chigtong goupja-gepchu jagu- (1989)
Chida chupa chitsey-ngyerngyi lu (October 22)
Drin cheywai ama gi mili nangnu- (My mother gave birth to me)
Nga lo nga tsintsey (Till I was five)
deyyi ikhalu (I lived in the village)
Chungku gang gi ditsey (My childhood days)
datoya cheri yey (I still remember)
Chelu labru nomey (Even if I tell you)
chegi yira michey (I feel you will not believe)
Mapa eikha deydep einbachin (But if you ever lived in the village)
cheygi hago- (You would know)
Eikha la beyni genkhur (In the village you need to work)
chungku ley bago (From the time you are a kid)
Tsemanalay shing thu (From the forest)
zhinggi labey nortso (Collect firewood and look after cattle)
Nakey shamu thubey (I collected ferns and mushrooms)
zayi asham bokpi kharang chikha (and had it with corn and corn flour)
Diga--khorlam madey, (At that time there were no roads)
logmey ya mi (There was no electricity)
Tip eein ngachey (We used to light)
thrimi da sati (torch and kerosene lamps)
Ngey azha da nga (My uncle and I)
radio chi badi (took a radio)
Cheri yey,nga nyen nyem, (I remember listening)
'Jalam Gi Azhi' (To the song Jalam Gi Azhi)
'drom naley key deybey thenmi lu tadi (Hearing the sound coming from the box)
Heyma namya mathomlay namto ya langyi. (Got me shocked as I had never seen such a thing before)
Lo dru joda (When I was six)
Dewathang lu poyi (We moved to Dewathang)
Digang numkhor dang TV (At that time I saw vehicles and TV)
go dangpa go thongyi (for the first time)
Dromna mi chungku thong (Seeing tiny people in the box)
haley droya droyi (Both surprised and scared me)
Deley ma deyyi deyyi (But by staying there, eventually)
gachi eeinna hagoyi (I understand what that was.)
Gago nomey nga (I feel so funny)
dato ditsu korley labda (When I talk about it right now)
Deybewda ngoma jungjum eein (But it happened for real)
na ma heybei jabkha.. (before I got here.)
Ani zhabthra meyn la. (This is not a song)
Ngarai ngotrey beydo. (I am introducing myself)
Atsi zhumeyla. (Excuse me.)
Datora thenwong nga (I will be back in a while.)
Kuzu Kuzu wai! (Hello! Hello!)
Tey leyzhim beyra yey ga. (Hope you are doing fine.)
wai, cheya dusa! (Hey, you're here too!)
Dari naba thongni minu baya (I don't see you these days)
gachi bedapmo? (What's been up?)
Kuzu kuzu wai! (Hello! Hello!)
Nada heyma cheyyi gamo? (Have we met before?)
Ngo sheyni zoomchi dusa (You look familiar.)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Gom mathrey mey''la….. (Please forgive me.)
dachi gatey deyyi? (Where was I?)
Aeyn! Dewathang lu dey (Yeah, staying in Dewathang)
ngarai korley leysha sheyyi (I learnt a lot about myself)
Sheychi goleybey (Slowly I knew)
meyn nga apa meypei alu (I wasn't a kid without a father)
Eeinru hagowai kab (But by the time I knew)
pham soso jo tsanu (My parents had separated)
Cheri wongmey lalugi (I remember some calling)
ngalu lablab kokti (Me a b******)
Eeinru zeypa gomdi (But I controlled my anger)
ganiya mabey logdi (and did not react)
Khongda drenda bey (Behaving like them)
khungmi nodi (would not be worth, I thought.)
Chowa lhang deyyi (Had pain and hurt)
sem donghi (On my mind and in my heart.)
Charo tsugi pham (Everytime I saw my friends)
chikha deysa thomda (with their parents)
Tsorwa-madrawchi- (A different kind of feeling )
wongni yey jangkhona— (used to grow under my chest)
Galu ya malab. (I never told no one)
Chikha then macho (I never let it come out)
Nazu ib zha, (I hid my pain)
ngu deyyi nangna (And cried in the inside.)
Nyimchi bewda- (And one day)
Eminem gi rap goyi (I heard Eminem's rap)
Khoggi labmi gayra (Everything he said)
nyey soong zoombey tsoyi (felt like my own story)
Ngachey nyigi mitsey halam (Our lives)
chora thepbey thongyi (looked the same)
Khogi zhabthra ngen (Listening to his songs)
semkha dewa thopchi (Eased my feelings)
Goleybey (Slowly)
ngaya rap chabni gotsuyi (I also started rapping)
Nyima chiru meyba--- (Round the clock)
nga tsamni gotsuyi (I kept composing)
Da jangwa beyyira— (I have practiced for many years )
lo leysha yasongyi (for many years)
Digi drubdey dari (Its result is what)
chelu tenba woom eein (I came to show you.)
Kuzu Kuzu wai! (Hello! Hello!)
Tey leyzhim beyra yey ga? (Hope you are doing fine.)
wai, cheya dusa! (Hey, you're here too!)
Dari naba thongni minu baya (I don't see you these days)
gachi bedapmo? (What's been up?)
Kuzu kuzu wai! (Hello! Hello!)
Nada heyma cheyyi gamo? (Have we met before?)
Ngo sheyni zoomchi dusa (You look familiar.)
Nada cheybey namay samay Sem gayi mey (I am very happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Nada cheybey namay samay Sem gayi mey (I am very happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Ngalu tadira dey, (Keep looking at me)
nga zoni mep beywong (I'm gonna do so much more)
Nga dato di mo, (And right now)
gotsup chi eein (I just got started)
Ngalu tadira dey (Keep looking at me!)
Ngalu tadira dey (Keep looking at me!)
Ngalu tadira dey, (Keep looking at me)
nga zoni mep beywong (I'm gonna do so much more)
Nga dato di mo, (And right now)
gotsup chi eein (I just got started)
Ngalu tadira dey (Keep looking at me!)
Ngalu tadira dey (Keep looking at me!)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
Ngey ming Kezang Dorji. (My name is Kezang Dorji.)
Nada cheybey sem gayi (I'm so happy to meet you.)
Kuzuzangpo! Kuzuzangpo! (Hello! Hello!)
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Learn English - Weekly Tip 12 for Chinese Speakers - to fly or to fire kite? (with subtitles) - Duration: 2:12.
Hello everyone, and welcome back to 'One
English Tip in One Minute for Chinese
Speakers (along with its many varieties).'
In these videos I discuss, each week, one
common English mistake made by Chinese
speakers...and this is video number 12.
As I've said before, I think it's a very
smart, cool and practical thing to do to
work to improve your English. In these
videos I show you a slide, and on the
slide there are two sentences: One is the
correct way that someone who speaks
English natively would say it,
the other is the wrong way that many
Chinese speakers might say it. Your
job is to decide which one is correct. So
do that now. Read the sentences,
listen to me read the sentences, pause
the video, think about your answer and I
will discuss the answer in the slide that follows this slide.
So in an ideal world you got this
without much trouble and you can sort of
move on without spending too much time
on it. But it's not an ideal world, is it?
I'm sure many of the viewers of this
video got it wrong, which is not a big
deal all. It just simply means you
have to study. I've given you three
sentences you can study from. It's a very simple
beginning, I know. Memorize the sentences,
review them -- always, always review, it's
very important -- and put into practice
what you've learned through speaking or
writing or both.
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Noo Phước Thịnh: 'Tôi mãi mãi là đứa em trai của Thủy Tiên' - Duration: 8:03.
For more infomation >> Noo Phước Thịnh: 'Tôi mãi mãi là đứa em trai của Thủy Tiên' - Duration: 8:03. -------------------------------------------
Vegan 2015 Rohgan 2016 was ist mein Ziel für 2017? Eine neue Herausforderung! Eure Vorsätze 2017? - Duration: 8:31.
For more infomation >> Vegan 2015 Rohgan 2016 was ist mein Ziel für 2017? Eine neue Herausforderung! Eure Vorsätze 2017? - Duration: 8:31. -------------------------------------------
THANK YOU FOR 500 SUBSCRIBERS!!!!! - Duration: 4:36.
For more infomation >> THANK YOU FOR 500 SUBSCRIBERS!!!!! - Duration: 4:36. -------------------------------------------
Schrödinger equation 6: Exponential function and Imaginary exponents - Duration: 10:10.
Hi!
This episode, we're going to be looking at something that
comes up a huge amount in physics,
especially quantum physics and thermodynamics,
namely, the exponential function e to the x.
Now, don't be frightened. You've already seen it.
I just didn't call it by its name.
It'll help out quite a lot with the notation in the next few episodes
It's sometimes written as exp of x,
usually to avoid having a ton of stuff jammed into a tiny superscript.
It's just another way of writing exactly the same thing.
You might have heard of e as an example of an irrational number,
about 2.718,
and that by putting any number to the power of a whole number
is the same as multiplying that first number by itself,
the second number of times,
and while that's sort of true,
it doesn't really matter here, and confuses things quite a bit.
We're going to start from a more relevant definition of e to the x,
which is that:
e to the zero equals one
and for all values of x, the rate of change in e to the x,
with respect to changes in x, is itself.
In other words, it's derivative is also e to the x.
This may seem like a strange definition,
but there is exactly one function that satisfies these two criteria,
even supposing we don't assume anything about what an exponent is,
and it's actually how e to the x originally came to prominence.
By the first criterion,
the value is one when the exponent, x, is zero,
and by the second criterion,
at that point, the slope must also be one.
As x increases, e to the x increases, initially at the same rate as x,
but as its value increases,
by the second criterion, its slope must also be increasing.
If we take a huge number of tiny steps along,
each time, getting the value, and then updating the slope,
to figure out how fast to go up on the next step,
we can trace out the function.
As the size of steps approaches zero,
the values we will get approach the true values.
We can do the same thing in the opposite direction, to get values for when x less than zero,
just moving down and updating the slope, instead of moving up.
This doesn't work with any other number as the base of the exponential, either.
For example,
the derivative of 2 to the x won't be 2 to the x.
It will be off by some constant factor.
For noise-free quantum physics,
the exponential function is most
commonly used in a very particular way
and we've already seen one we just
weren't calling it that X can be
anything
so if we just replace all axes with
another value let's say five x the
equation should still be true and we get
this this says that the rate of change
in each of the five x with respect to
changes in 5x is equal to eat at the 5x
what's d 5x though
well suppose we start with some value of
x let's call it X 0 and then we add some
amount DX to it
how much did 5x change well 5x starts
out as 5 x 0 and after increasing X it's
five times x0 plus DX or five x 0 plus
5dx that means 5 x increases by 5dx when
x increases by DX
in other words d 5 x equals 5dx that's
just a long-winded way of saying that if
you multiply two numbers by five
the difference is five times larger than
it was
replacing the 5x with 5dx gives us this
so then we can multiply both sides by 5
and get this the number five was
arbitrary so this works for multiplying
X by any value a even if it's a complex
number the case that comes up over and
over in quantum physics is where a is an
imaginary number
like I or negative 7 I but what does
that mean what is e to the power of an
imaginary number
let's suppose a is I since multiplying
by i rotate something a quarter turn in
phase this says that as X changes each
of the IAC's always changes in a
direction whose phase is a quarter-turn
different from the value of e to the ikx
we know that at x equals 0 e to the I
acts will be e to the 0 which is one and
as we saw in previous episodes if you
only ever change something in a
direction that's a quarter-turn
different from its current value it
doesn't change the magnitude it only
rotates the phase at a rate equal to the
magnitude of the derivative which in
this case is 1 Radian per meter since
the magnitude of e to the I ax is 11 x
equals 0 and it never changes its always
magnitude 1 and the phase rotates at one
Radian per meter everywhere
this means that each of the I acts for
any value of x has a phase of X radians
and magnitude 1 if we have e to the ikx
the magnitude of the derivative is k +
the derivative is still a quarter turn
from each of the ikx so the magnitude
would still be one everywhere that the
phase would rotate at k radians per
meter everywhere at position acts the
phase would be KX radians
as you can see each of the ikx is
exactly the starting wave from last time
an interesting property of this is that
since we can reverse the phase rotation
by replacing I with- I and the complex
conjugate of a number just has the phase
negated we know that each of the
negative ikx must be the complex
conjugate of e to the ikx since the
magnitudes of both each of the ikx and e
to the negative x KX r1 and their
complex conjugates of each other
multiplying them together gives the
constant value 1 e to the ikx describes
the initial state of the wave we looked
at last time but we also observed that
the phase changed over time as the wave
move forward since the phase-change by-
h-bar over 2 m times K squared every
second multiplying by time t in seconds
gives the total phase change after time
T combining this phase with the phase KX
from the initial wave means that this
wave function at position X and time T
can be written like this that's super
script is a bit awkward to read so we
can write it using X which means exactly
the same thing as e to the power of the
thing in the parentheses but is easier
to read in this case I sometimes write
at one way and sometimes the other way
depending on how bulky the exponent
books you can double check that if you
plug in 0 for the time one of the terms
disappears so it simplifies back to our
initial wave as i mentioned at the
beginning of this episode this notation
looks a bit complicated but just
remember that whenever you have eaten
the I times anything it has magnitude 1
and the phase is whatever the is x in
this case the phase changes at a
constant rate as you move along X and it
changes at a constant rate as time moves
forward so we have exactly the simple
wave moving forward that we saw last
time
it's just written in a different way
that can be used consistently in other
equations if you remember back
we also found an episode 5 that the
second derivative of the initial wave is
negative K squared times the wave itself
or in this notation the second
derivative of e to the ikx is just
negative K squared times e to the ikx
you can find the same thing by taking
the derivative twice and realizing that
you can take any constant factors from
inside the derivative to outside because
just as we saw before the tip of an
arrow that's k times as long
we'll have to move k times as fast to
rotate the same number of radians per
meter and if the arrow is rotated by a
quarter turn the direction it's moving
will also be rotated by a quarter-turn
if we have multiple variables and we're
only taking the derivative with respect
to one you can just treat the others as
constant values instead of variables for
example these are the derivative with
respect X and the derivative with
respect to t for the time-dependent
solution i glossed over some details
here but I wouldn't worry too much about
them right now we've been using
lowercase K for the angular wave number
in radians per meter when people have an
angular velocity in radians per second
namely how fast something is rotating as
time progresses it's often notated using
the lowercase Greek letter Omega this
wave is rotating at negative H bar over
2m times K squared radians per second so
that would be the angular velocity for
this way we'll be using this notation a
lot in the next few videos because it
will make it much easier to reason about
these waves mathematically when it
starts becoming difficult to visually
follow everything that's going on
see you later
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Meu vídeo editado - Duration: 2:17.
For more infomation >> Meu vídeo editado - Duration: 2:17. -------------------------------------------
Скажи-ка Милая, #Песни о Любви, Шансон, Дмитрий Романов - Duration: 3:49.
Tell me dear, love songs, Chanson
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