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.
i have a double integral to reverse the order of and then integrate, i have reversed the order fine, however i am VERY stuck on the integration of the function in the first integral
integrate sin(y)/(x+y) dx between 0 and y
any pointers greately appreciated
Problem 1:
here is what i did:
knew to find the acceleration I needed to use a=QE/M, but since I didn't have E I had to find it. Used F(mag field)=Q*V*B*Sin(theta). I found theta from drawing the ijz axis and using trig, I got 59 degrees.
After I solved this I plugged it into F=QE to...
I'm confused on how to equate coniffecents. What I'm doing is, finding a particular solution for just the polynomial then I'm going to find it just for the exponential and add them together rather then putting it all together and making it a mess, but I'm stuck when i try to add the...
Hello eveyrone, I think my brain just shut down, I'm confused on how i would take the derivative of this function i have circled below:
http://img100.imageshack.us/img100/1671/lastscan2vi.jpg
I know the chain rule, like if it was
t*e^(-5t) = e^(-5t) + t*(-5)e^(-5t)
Hello everyone, we just started 2nd order differentials, and i was loooking at his example and it made senes but now I'm doing the homework and I'm stuck.
Here is the problem:
Find y as a function of t if
y'' - 3y' = 0,
y(0) = 9, y(1) = 7 .
y(t) =?
Well there is my work...
i have a 4-day weekend, i looked forward to it all week at school and now that it's here I'm bored out of my mind. I was supposed to go snowboarding today, but it's just my luck that I woke up and it was pouring rain...RAIN! A few degrees colder and that could have been snow, but no, it had to...
Sound Waves Problem and I'm Stuck! Please Help!
Linear Superposition
The sound produced by a loudspeaker has a frequency of 12,000 Hz and arrives at the microphone via two different paths. The sound travels through the left tube LXM, which has a fixed length. Simultaneously, the sound...
I keep trying to get this right but I keep falling short. Here's the problem:
A hoodlum throws a stone vertically downward with an initial speed of 19.0 m/s from the roof of a building, 39.0 m above the ground. (a) How long does it take the stone to reach the ground? (b) What is the speed of...
It's a nice li'l series. The question is to find an expression for the series
S=1^3-2^3+3^3-4^3+...-(2m-2)^3+(2m-1)^3
where m is a subset of N
I added and subtracted sum of even squares to get
S={1^3+2^3+3^3+4^3+...+(2m-1)^3}-{2(2^3+4^3+6^3+...+(2m-2)^3)}
Replaced the first part...
alright, so I'm reviewing for a test I have on monday, and I was given a study guide which we must answer in order to get ready for the test. Now I just breeze through this stuff like its nothing, but I've found on discrepency. I even looked up the question online and i got 2 completely...
It is "sin x to the power of 3 over 3". How do I derive this? I am supposed to use the CHAIN RULE.
Now the answer I am supposed to get is -sin^2x times cosx.
How did "that" happen. How do I chain the monster, 1/3sinx^3?
What troubles me is the sinx^3. For a regular sinx, the derivative...
Hi
I have been given this following problem:
X is a stochastic variable with the distribution Function F_X which is given by:
P(X \leq x) = F_{X}(x) = \left\{ \begin{array}{ll}
0 & \textrm{if} \ x>0 \\
\frac{{1- e^{-x}}}{{1 - e^{-1}}}& \textrm{if} \ x \in [0,1]\\
1 & \textrm{if} \ x \geq 1\\...
1. Heat Transfer
A copper slug whose mass mc is 75g is heated in a laboratory oven to a temperature T of 3120C. The slug is then dropped into a glass beaker containing a mass mw =220g of water. The heat capacity Cb of the beaker is 45 cal/K. The initial temperature Ti of the water and the...
i have a tetherball that goes from a radius of 1 m to a radius of 2 m.
the initial speed is 1 m/s, what's the final speed?
if its 0.5 m/s the energy of the ball halfs so it must be transferred to Earth via pole thickness so the Earth gains kinetic energy so gains momentum,so the momentum...
work help! I'm stuck and about to kill myself
A car at the Indianapolis-500 accelerates uniformly from the pit area, going from rest to 320 km/h in a semicircular arc with a radius of 192 m.
Determine the tangential acceleration of the car when it is halfway through the turn, assuming...
Let's say I assumed that the answer to a PDE was U(x,t)= XT, where X,T are functions. I then further my answer by getting to a point for
T'/T=kX''/X, where k is some constant given in the boundary conditions. I then continue by working on either side to find each function. Suppose I work on...
The aerodynamic drag of a new sports car is to be predicted at a
speed of 100 km/hr at air temperature of 25oC. Automotive engineers
build a ¼ scale model of the car to test in a wind tunnel, where the air
temperature is 10oC. A drag balance is used to measure the drag, and
the moving belt...
Right I have been asked to identify the elements of a full symmetry group of a pentagon and give the order of each element?
I have found the elements which I have marked as I, R (Rotation of 72 degrees), R2 (Rotation of 144 degrees), R3 (Rotation of 216 degrees), R4 (Rotation of 288 degrees)...
Please help with the following question, completely lost:
The behavior of a four stroke gasoline engine can be approximated by the so-called Otto cycle. The process is as follows (6 steps):
1) Isobaric Intake (from V=0) at atmospheric pressure up to volume V1 (maximal volume), Temperature...
According to wikipedia, earworm, a literal translation of the German Ohrwurm, is a term for a song stuck in one's head, particularly an annoying one. Use of the English translation was introduced by James Kellaris, an associate professor of marketing at the University of Cincinnati. His studies...
I'm trying to solve the following equation for y
2y^2 + xy = x^2 + 3
So far I've gotten it down to y = \frac{x^2 + 3}{2y = x}
Or I've tried (2y-x)(y+x) = 3
But I'm stuck at that. Any advice would be appreciated.
Hey,
I got this question in a homework from a teacher of mine:
"A car battery with a 15.0 V emf and an internal resistance of 0.0430 is being charged with a current of 62.5 A. What is the potential difference across its terminals?"
I've tried nearly every formula I know on it. EMF =...
I have to find the laplace inverse of a function y(s) which has repeated complex roots.
Y(s)=s^2 / (s^2+4)^2
so s=2i, s=2i, s=-2i, s=-2i.
My partial fraction is as follows:
A/(s-2i) + B/(s-2i)^2 + C/(s+2j) + D/(s+2j)^2
I use the standard method for finding regular repeated roots but...
"Stuck" in REM sleep?
Is it possible to get "stuck" in REM sleep? Meaning, since we go through different phases of sleep, could we get stuck in the REM phase and not be able to wake up because of some weird phenomenon of phenomena?
In a football game a kicker attempts a field goal. The ball remains in contact with the kicker's foot for 0.050 s, during which time it experiences an acceleration of 340 m/s2. The ball is launched at an angle of 47° above the ground. Determine the horizontal and vertical components of the...
The problem:
A force is applied to the end of a 2ft. long, uniform board weighing 50 lbs, in order to keep it horizontal and stationary while it pushes against a wall at the left. If the angle the force makes is 30 degrees facing the wall, the magnitude of the applied force is?
(hint: the...
Hi all, I'm in my first year of university physics (mechanics and waves) and am stuck on an assignment question. The question itself is not complicated, but I feel as though I'm skipping over something important. The question is:
A 3.8 kg block is pressed against a vertical wall by a force...
Hello everyone, I'm stuck on trying to prove the cross product rule for derivatives. I Have to add the right terms and its suppose to be easy but that's what i can't figure out! any help would be great! here is what I have:
http://img135.imageshack.us/img135/5540/opopo3ej.jpg
Hello everyone I'm stuck on this problem its an integral but i don't know how to integrate the log_2 part, i converted it to natural log:
Here is what I have:
http://img278.imageshack.us/img278/1158/integral9lo.jpg
Thanks.
I really love what I do, but right now I'm stuck in one of the worst modes that goes with the turf: 16 hrs+ a day, seven days a week, and no immediate end in sight.
I'm getting too old for this. :cry: :cry: :cry:
I just can't solve this:
I(\gamma)=\int_{-\infty}^{\infty} e^{-\sqrt{x^2+\gamma^2}}dx
I have tried a trigonometric substitution
x=\gamma \tan(\theta)
but I am not happy with the result .
Anyone got a hint?
I'm going through the review section of the Stewart Calculus text and I'm stuck on this problem.
Given
f_0(x) = x^2
and
f_0(f_n(x)) = f_{n+1}(x) , n = 0,1,2...
how do you solve for
f_n(x)
Hello everyone, I'm designing a IC that will result in a 1 output if the number is > 9. So I wrote out the truth table and or'ed all the min terms and got the following:
http://img282.imageshack.us/img282/482/lastscan45vd.jpg I'm stuck now! any help would be great!
I have several vector problems that I really need help with and I have a test on Monday. I am really screw.
1) By throwing a ball at an angle of 45 degree, a girl can throw it a maximum horizontal distance of R= 33 m on a level field. How high can she throw the same ball vertically upward...
A car with a load equal to 1/4 the total mass of the empty car has its center of gravity halfway between the front and rear axles. The drive wheels (rear) start slipping when the car is driven up a 20 degree incline. How far back must the load be shifted for the car to get up a 25 degree slope...
Hey everyone, I am stuck on this question:
(2^1)(2^2)(2^3)(2^4)...(2^n) = 210
What is the value of n?
I'd love to post what I have so far, except that the problem doesn't involve much work, so as soon as I have the first step I'll have the last...and I haven't yet gotten the first...
Trying to solve for x here...
(e^10-11)^-1*(-e^(10-x)-e^10-x) = p
So I try:
(-e^(10-x)-e^10-x) = (e^10-11)p
e^(10-x) = -(e^10-11)p-e^10-x
ln(e^(10-x)) = ln(-(e^10-11)p-e^10-x)
10-x = ln(-(e^10-11)p-e^10-x)
I get stuck there and don't know what to do. Any help appreciated.
9. A rocket is launched at an angle of 53.0degrees above the horizontal with an initial speed of 100m/s. It moves for 3.00s along its initial line of motion with an acceleration of 30.0 m/s^2. At this time its engines fail and the rocket proceeds to move as a projectile.
A. What is the maximum...
Hello everyone. I'm so close to getting this problem done but i can't get the last part right!
THe problem is the following:
Two long, charged, thin-walled, concentric cylinders have radii of 3.0 and 6.0 cm. The charge per unit length is 4.9 10- 6 C/m on the inner shell and -8.5 10-6 C/m...
I have been working on this problem for 2 days and can't seem to figure it out..
A 1500hp pump throws a jet of water 125 m into the air. (a) With what speed does the water leave the mouth of the fountain. (b) If the overall efficiency is 60%, how many liters of water per minute are thrown...
Hi,
I'm thinking of applying for a summer scholarship (in dec) from our maths department where we undergo study for 8 weeks with a project in maths. We have to have our proposed topics in by 7/Sept but I'm really stuck for ideas.
I'm a freshman at my university, and have taken/taking:
the...
I got a question below:
A force F = (2x i + 6y j) N acts on an object as it moves in the x direction from the origin to x = 5 m. Find the work W = Fdr done on the object by the force.
I felt that the answer shld be 2x * 5 = 10 but it's too simple to be true is it?
One more question...
I've been stuck on this relatively simple question for over an hour, can't get the right answer. I think my fundamental understanding of the units involved is flawed, I would really appreciate any kind of clarification as to what I'm doing... okay here goes.
I'm given that three charges are at...
In the problem
y` (cosh^2)x - (sin^2)y = 0, y(0)=pi/2
i'm also stuck on the integration step...
my first step is
dy/((sin^2)y)=dx/(cosh^2)x
however, i don't how to integrate the right side~
I have been stuck at this qns for 2 hours.
A gymnast often toss a hoop forward while giving it a backward spin. the hoop has a radius R and mass M, and is thrown forward with speed V. Find the minimum backward angular velocity w the gymnast must give in order to make sure it spin back...
can't get this!
Hi there,
I have a question that I cannot solve. Here it is.
\frac{1}{\sqrt(4-2\sqrt3)}=x+y\sqrt3
then what is x^2+y^2?
All I did was finding what left hand side stood for. It equals
\frac{\sqrt3 + 1}{2}
Any help?
These problems are from Giancoli 5th edition (principles with applications)
A cubic box of volume 0.039 m^3 is filled with air at atmospheric pressure at 20 celsius. The box is closed and heated to 180 celsius. What is the net force on each side of the box?
I first used the ideal gas law...