A shtick (Yiddish: שטיק) is a comic theme or gimmick. The word entered the English language from the Yiddish shtik (שטיק), in turn derived from German Stück and Polish sztuka (both ultimately from Proto-Germanic *stukkiją), all meaning "piece" or "thing"; note that "Theaterstück" is the German
word for Play (theatre) (and is a synonym of "Schauspiel", literally "viewing play"
in contrast to the "Singspiel").
The English word "piece" is sometimes used in a similar context (e.g., a musical piece).
In stand-up comedy context a near equivalent term is a "bit". Another variant is "bits of business" or just "bits". Shtick may refer to an adopted persona, usually for comedy performances, that is maintained consistently (though not necessarily exclusively) across the performer's career. In this usage, the recurring personalities adopted by Laurel and Hardy through all of their many comedy films (although they often played characters with different names and occupations) would qualify as their shtick. A comedian might maintain several different shticks of this sort, particularly if appearing in a variety show encouraging development of multiple characters, such as Saturday Night Live.
In common usage, the word shtick has also come to mean any talent, style, habit, or other eccentricity for which a person is particularly well-known, even if not intended for comedic purposes. For example, a person who is known locally for an ability to eat dozens of hot dogs quickly might say that it was his shtick. Among Orthodox Jews, "shtick" can also refer to wedding shtick, in which wedding guests entertain the bride and groom through dancing, costumes, juggling, and silliness.
Because of its roots in show business, shtick has taken on connotation of a contrived and often used act. For this reason, journalists and commentators often apply the word disparagingly to stock replies from politicians.
problem with static friction and force
I have been working on this problem all weekend and I just can't get it!
A small object is placed 10cm from the center of a phonograph turntable. It is observed to remain on the table when it rotates at 33 1/3 rev/min but slides off when it rotates at...
I am currently working on a physics project. The idea is a measure rate of rotation of different gymastics flips (i.e tuck, twist, layout, pike). I calculated the moment of inertia for each of the different positions. I then taped a gymnast preforming the different flips on a trapoline. I...
T be a linear operator (I think they mean "Let T be a linear...") on a finite-dimensional vector space V, and let W_1 be a T-invariant subspace of V. Let x \in V such that x \notin W_1. Prove the following results:There exists a unique monic polynomial g_1(t) of least positive degree such that...
Here's some information :
Two same sound sources of equal amplitude, and the intensity level at central maximum is 50dB ,how much intensity level at this point when one source is present ?
What does it meant by intensity level at the central maximum ? Can somebody explain to me ?
x^(1/3)
The only way I have for this on this is to show that the derivative of x^n equals Nx^(n-1).
I can't think of a way to do it in first principles.
If I can just break up (x+h)^1/3, I'm good.
If you break that up, you get...
x^\frac{1}{3} + 1/3x^\frac{2}{9}h^\frac{1}{9} +...
Hi,
There has to be a simple way of solving this and I am missing it:
A student throws a baseball at a maximum speed of 25 m/s towards a window 50 meter away (horizontally) and 13 meters high. Can he hit the window? (assume the base of the window starts at 13 meters off the ground).
What...
I am trying to prove that AvB (which reads "A or B") is equivalent to Av~~B (which reads "A or not not B"). My steps are wrong... I checked them out on Fitch (the program we use in class to check validity of proofs). I can't write them out in here... I don't have the right symbols ... so maybe...
Ooops, sorry I posted in the wrong forum.
Here are the problems. I have no idea where to start! I don't want the answer I just want a little clue to get me started.
If someone could just explain to me the steps I should take to go about solving these problems. BTW, I am clueless about...
We want to show that the nth + 1 term of a sequence that is defined as x_{n+1} = b + ax_n, n\geq1 \ a,b \in \mathbb{R} is given by
x_{n+1} = a^nx_1 + b\frac{1-a^n}{1-a} \ \mbox{if} \ a\neq 1
The manual suggests that we proceed by induction. Let us proceed by induction. :smile:
P(1)...
i have a force acting on and object and I've gotten the question down to when i have to intergrate but I'm stuck on the intergral
F=-(f+cv^2)
m \frac{dv}{dx} \frac {dx}{dt} = -(f+cv^2)
f and c are constants
mvdv=-(f+cv^2)dx
\frac{mvdv}{f+cv^2}=-dx
now how do i intergrat them from...
okay well spent all day today working on these problems so my brain is now fried, I got about 2 left out of the 100 I had to do so it's not that bad I guess, but I'm stuck on these two and got no idea where to go.
lets start with the one I got farthest in first (collision question):
1). A...
rotational kinematics problem I am stuck on please help!
my problem says this:
-a pendulum consisting of a string of length L attached to a bob of mass m swings in a vertical plane. When the string is at an angle Theta to the vertical, A) what ist he tangential component of acceleration of...
\textrm{(a) A sequence} \left\{ a_n \right\} \textrm{is defined recursively by the equation} a_n = \frac{1}{2} \left( a_{n-1} + a_{n-2} \right) \textrm{for} n \geq 3 \textrm{, where} a_1 \textrm{and} a_2 \textrm{can be any real numbers. Experiment with various values of} a_1...
1. Four horses together pull an old-fashioned drill of the type used to make big guns. It has four levers mounted horizontally on a revolving central axes. Assuming each horse pulls at the same angle of 45 degress to the radial lever of the drill, and pulls with a given force, T, how much...
Velocity from variable force(spring)?
What is the velocity of the mass as it breaks contact with the spring?
From part 1 I got:
A 1.118 kg block is on a horizontal surface with mu-k = 0.150, and is in contact with a lightweight spring with a spring constant of 715 N/m which is compressed...
Q40. A boy stands at the edge of a bridge 20.0 m above a river and throws a stone straight down with a speed of 12.0 m/s. He throws another pebble straight upward with the same speed so that it misses the edge of the bridge on the way back down and falls into the river. For each stone find (a)...
A rock of mass 33 kg accidentally breaks loose from the edge of a cliff and falls straight down. The magnitude of the air resistance that opposes its downward motion is 239 N. What is the magnitude of the acceleration of the rock?
I tried a=239*33 and I got 7.24 but that was wrong. Please...
A Uniformly Charged Slab. A slab of insulating material has thickness 2d and is oriented so that its faces are parallel to the yz-plane and given by the planes x=d and x= - d. The y- and z-dimensions of the slab are very large compared to d and may be treated as essentially infinite. The slab...
Hi Guys,
I tried drawing a free body diagram, But the term 34.5 north latitude is getting on my nerves... the closest feeling i got wat it meant was the angle made between the Weight of the bob(line of action drawn Diagonally) and the horizontal.
Q. A plumb bob does not hang exactly...
I am doing a sort of independent study of AP physics and I ran across a question that I am pretty sure requires either the law of sines or the law of cosines but I can't remember them, can anyone help me out?
Thanks,
HT
I am stuck on these 2 physics problems. Can anyone help?
1) A rock is dropped from a sea cliff and the sound of it striking the ocean is heard 2.5 s later. If the speed of sound is 340 m/s, how high is the cliff?
2) A first stone is dropped from the roof of a building. 2.30 s after that...
HELP! 3 physics problems that i am stuck on
Help me out guys. I am in a college physics class and a week and a half into the class i am stuck.
1.) A bullet is moving at 244m/s. It hits a tree and penetrates 8.34mm. (A)What is the average acceleration as it slows? (B) Assuming constant...
I'm having trouble figuring these 2 problems out:
4000cm^3 (.004m^3) of oil is spilled onto a smooth lake. If the oil spreads out uniformly until it makes an oil slick 3 molecules thick, with adjecent modlecules just touching, estimate the diameter of oil slick. Assume the oil molecues have...
Hi everyone. My main goal this week is to learn derivatives of trig functions. But before that I'm still learning some of the trig identities and solving some equations. I'm stuck on a couple of questions that I need help on.
1.
Express \sec 2 \Theta in terms of \sec \Theta and \tan...
ok here's the problem i haven't taken trig for like 2 years and suddenly i have been thrown back into it...
problem: 2 cos 2x - 4 cos x + 3 = 0 0 < x < 2 pi
my work (used cos 2 x = 2 cos^2 x - 1)
4 cos^2 x - 2 - 4 cos x + 3 = 0
4 cos^2 x - 4 cos x + 1 = 0
ok now here is my...
from 0 to 3, ( 1 + [ 1/2x^(1/2) - 1/2x^(-1/2) ]^2 )^(1/2) dx
I started to foil the ^2 term and then tryed to use the u sub, but It doesn't seem to work out. this problem is killing me!
The fahrenheit temp reading is 90 degrees on a hot summer day. What is the reading on the kelvin scale?
I know the kelvin scale is the absolute scale...i'm not sure how to tackle this problem or in other words what equation to use.
A 50.0 g silver spoon at 20.0 degrees is placed in a cup...
Well I'm back. I've done most of everything, except for the last part of one problem and one complete problem that has me stumped.
First the problem I almost have solved:
While visiting friends at Cal State Chico, you pay a visit to the Crazy Horse Saloon. This fine establishment features...
Problem: A glass vial containing a .016kg sample of an enzyme is cooled in an ice bath. The bath contains water and .12kg of ice. The sample has specific heat capacity 2250 J/kg k; the glass vial has mass .006kg and specific heat capacity 2800 J/kg K. How much ice melts in cooling the enzyme...
I've been trying to figure them out but can't get through about 6 questions, these are the other two..
An object is observed to fall from a bridge, striking the water below 2.50 s later. (a) With what velocity did it strike the water? (b) What was its average velocity during the fall? (c)...
What is the mass of a 10.0 cm cubed cube of copper?
i know that (g/cm cubed)= copper = 8.96 but I'm not sure how to tackle this problem.
also...
If I have 51.5 g of a 50.0 cm cubed volume of one of these substances, which would it be?
Alumininum 2.70 mass density, Copper 8.96, Iron 7.87...
"On a frictionless, horizontal surface there is a spring with one end fixed and the other attached to a board of mass 1 kg. The spring coefficient is 150 N/m. 500g of clay moving at 3.0 m/s on this horizontal surface collides squarely with the board. As a result, the board and clay stick...
now this is my final module, i have three question a cannot answer
click the link to get a pic of what i have done for this perticular question, I'm stuck at the last line i wrote.
http://images.cardomain.com/member_images/5/web/557000-557999/557901_30_full.jpg
another quetion asks
a...
Hi there,
I was hoping that somebody could help me. I'm stuck again! :cry:
a rod with (lambda) coulombs of charge per meter of its length has the shape of a circular arc of radius R. The rod subtends an angle (theta). Shpw that the magnitude of the electric field at the centre of the...
I'd appreciate a tip here.
A 10 kg object on a horizontal, unsmooth table is pushed to the right so as to have an intial velocity of 20 m/s. It comes to rest 5 seconds later, during which time its acceleration (deceleration?) was constant.
I've already figured out the acceleration (4 m/s^2)...
Got an integral that for some reason I can't do, very much annoying me because this is supposed to be the stuff I am good at. A nudge in the right direction would be great, here it is:
\int \frac{(x+2)dx}{\sqrt{x^2+6x+4}}
I have attempted completing the square on the bottom to get...
integral of 10/((x-1)(x^2+9)) dx
integral of x^3/((x+1)^3) dx
both these are under the partial fraction section, so using those methods would be helpful...
thanks!
An object weighing 34 lbs. is attached to a spring with spring constant 1 lb/ft. This spring-mass system is subject to a damping forece numerically equal to twice the velocity. At time t=0 the object is lowered 3 inches below its equilibrium position and given an initial velocity of 1 ft./sec in...
A 35.0 kg block at rest on a horizontal frictionless table is connected to the wall via a spring with a spring constant k=25.0 N/m. A 3.60×10-2 kg bullet traveling with a speed of 490 m/s embeds itself in the block. What is the amplitude of the resulting simple harmonic motion?
Okay.
So If...
Hi, I am doing chemistry at my school, and I am currently stuck on a couple of questions that I don't know how to complete. Here are the questions:
-------------------------------------------------------------------------------------
Question 1. An 8.75g. sample of iron wire was dissolved in...
I am having trouble getting to grips with moments and couples and i have got stuck on the following question:
"A uniform horizontal rod AB is 120cm long and weighs 250N. It is supported by two veritcal wires, one 10cm from A and the other 20cm from B. Loads of 100N and 350N hang from the...
A brass ring of diameter 10.00 cm at 19.5C is heated and slipped over an aluminum rod of diamter 10.01 cm at 19.5C. Assume the average coefficients of linear expansion are constant.
a) To what temperature must this combination be cooled to separate them? is this possible?
b) If the aluminum...
I have to find the principal root of \sqrt[3]{8 i}
But I get stuck at this part
change this to polar coordinates...
r= \sqrt {x^2 + y^2}
which makes r=8
but when I try to find \theta
\theta = \arctan \frac{y}{x}
from the original x = 0 so how do I find \theta?
Here is the pblm, but i can't seem to get a foothold as where to start. I've tried starting with Kirchov's Laws, but can't see to get anywhere with them. Plz help.
*One type of ohmmeter consists of an ammeter connected to a series resistor and a battery. The scale is different from...
https://hw.utexas.edu/tmp/Muddam1/1077041275Xuj.pdf
I'm stuck on fourteen. Without the charge's coordinates how can I calculate the electric force on the charge?
Stuck on surface charge density problem.
Calculate the surface charge density for a solid spherical conductor of radius .438m if the potential is .876m from the center of the sphere is 1.87kV. Answer in units of C/m^2
Ok I did this:
V= Kq/r
q= V*r/k
q= 1.87e-3*.876/8.99e9
q= 1.822e-13...
I am having trouble with a HW question that has been driving me crazy for a few days now. I have to solve for W ( a hanging weight) that will not cause either T1 or T2 to exceed 1050N. So far I have drawn the free body diagram that is attached as a word doc, and the angles I found based on the...
Hi this is an AS physics question that i am stuck on. I tried it but I don't get the answer it says in the answers.
A girl diving froma 15m plstform wishes to know how fast she enters the water. She is in the air for 1.75s and dives from rest(with an initial speed of zero). What can you...
Section 11.6 of Ray D'Inverno's book Introducing Einstein's Relativity
This section shows Palatini's approach in using an equivalent Lagrangian to obtain the vacuum field equations of GR and the connection.
From equation 11.39, we already have...