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 done most of a question except for the most important part, putting in the boundary conditions, I can't really interpret them.
The question is:
I managed to solve this, with -c^2 as a separation constant, and I got:
T(x,t) = X(x)F(t) = (A_{1} \cos{\frac{cx}{\sqrt{\kappa}}} + A_{2}...
I have to prove Liebniz's Rule by induction. So the p(1) is just the product rule. I am assuming the p(n) is true. Now when I expand the series for p(n+1) I am stuck. I think I need to collect the terms in the n+1 expansion and show that they are just one term expansion more than the n...
I'm brushing up on the physics, and am teaching myself from University Physics w/ Modern Physics 10th Edition (I got 11th off eBay with the solution manual, it should come in about a week). I haven't had too much trouble with the problems up until the section about the dynamics of rotational...
I'm in the middle of solving \int\sqrt{x^2+9}dx and I got it into the form of 3\int\sec^3\theta d\theta, and I'm pulling a blank. Where does one begin? I could integrate by parts, setting u=sec(theta) and dv=sec^2(theta), but it's not getting me very far. Any suggestions?
Hello everyone. I'm stuck on this problem and not sure how to apply the Unique factorization therem also called (Fundamental Theorem of Arithmetic). Heres the problem:
http://suprfile.com/src/1/45ym0fx/lastscan.jpg
The back of the book gives a pretty big hint which is the following...
Help! Stuck on problem for 2 days.
A 75.0 kg stunt man jumps from a balcony and falls 26.0 m before colliding with a pile of mattresses. If the mattresses are compressed 0.950 m before he is brought to rest, what is the average force exerted by the mattresses on the stuntman? N
I am really...
I've been going over the book and everything was going well until I got to this question:
\frac{1} {2 + \sqrt{4 - x^2}} = \frac{2 - \sqrt{4 - x^2}} {x^2}
Tried with partial fractions but that does not work. I also tried to split the fraction but I don't know how to get the x^2 at the...
I'm supposed to integrate the following expression, and supposedly there is a very simple way to do so. Maple comes up with something rediculous, so I'd appreciate any input. Sorry about the short hand, don't know how to make everything pretty on here:
Integral[(e^ax)cos^2(2bx)dx] where a and...
Suppose x is a discrete, binomial random variable
Calculate P(x > 2), given trails n = 8, success probability p = 0.3
and
given trails n = 6, success probability p = 0.1
Hi all,
If a square matrix A of dimension n*n is a nilpotent matrix,i.e, A^k=0 for k>=m iff A has eigenvalues 0 with multiplicity n and index m or less. I did prove by induction if A^k=0 then all the eigenvalues are zero. I'm lost when I want to prove the oppesite, i.e, if all eigenvalues are...
Hi everyone
Here are two improper integrals and I have to find the values of p for which they are convergent
1.
\int_{0}^{\infty} \frac{1-e^{-x}}{x^{p}}dx
2.
\int_{0}^{\infty} \frac{t^{p-1}}{1+t} dt
As I do not know the answers and am somewhat stuck with the reasoning, I...
Probability Problem- I am still stuck !
Hi i need help on the following question:
In a teashop 70% of customers order tea with milk, 20% tea with lemon and 10% with neither. of those taking tea with milk 3/5 take sugar, of those taking tea with lemon 1/4 take sugar, and of those taking tea...
A moving truck strikes a parked car. During the collision the cars stick together and slide to a stop together. The moving truck has a total mass of 2747 kg (including driver), and the parked car has a total mass of 1068.0 kg. If the cars slide 67.5 m before coming to rest, how fast was the...
Hi all. I have a Casio fx-85MS scientific calculator but forgot how to work it. I need to do calculations like 2000/(1+0.08) to the power of 9. Its a formula for working out the value of money in x amount of years at 8% discount factor. I can't rememer how to get the power of function on the...
~~~Now I'm Really Stuck~~~
The supersonic aircraft Concorde has a length of 61.2 m when sitting on the ground on a typical day when the temperature is 16.0 °C. The Concorde is primarily made of aluminum. In flight at twice the speed of sound, friction with the air warms the Concorde's skin and...
a 10g bullet is fired into a 10kg wood block that is at rest on a wood table. The block, with the bullet embedded, slides 5.0cm across the table. What was the speed of the bullet?
So my question is how do I get started, this problem has had me stuck for awhile. Thanks
hey hey.. I need help again. I can't believe I've forgotten my simple algebra. Anyway.. is there a way to solve the following without using the quadratic equation?
0 = (22)t + 1/2(-9.8)t^2
I'm tryin to isolate t, so i can solve for time. I know you can factor it out as...
If anyone's got any hints or directions as to how to go about solving this problem, PLEASE help!
An explorer is caught in a whiteout (in which the snowfall is so thick that the ground cannot be distinguished from the sky) while returning to base camp. He was supposed to travel due north for...
I'm stuck.
Here's the question,
Q: The upper and lower conducting plates of a large parallel-plate capacitor are separated by a distance d and maintained at potentials V_0 and 0 , respectively. A dielectric slab of dielectric constant 6.0 and uniform thickness 0.8d is placed over the...
:confused: I am having trouble answering this question...what is the answer?! HELP
Suppose you are in an elevator that is moving upward with a constant velocity. A scale inside the elevator shows your weight to be 600 N. (a) Does the scale register a value that is greater than, less than...
I have an equation on my homework that looks like this.
\frac{x}{2}+ \frac{x}{3}+10=x
I have to solve for x but have no idea what the first step is. I know I'm making it more complicated than it is, but it's been awhile since I was in Algebra 1! Any ideas??
the question is how far away was a cannonball fired?
we know that the
-cannonball ricocheted along the ground an unknown amount of times before hitting the persons kneecap and shattering it.
-a three pound cannon ball has a mass of 1.36kg
-the maximum range of the cannon is 1125m
-the...
Prove that for all integers n, n^2-n+3 is odd. stuck on algebra part :(
The question in the book is the following bolded statement.
Prove that for all integers n, n^2-n+3 is odd.
I rewrote it as this, is that right?
For all integers n, there exists an integer such that n^2-n+3 is odd...
I don't know if there's anyone who bother to answer my questions but still let me try..
If function f:R^2-->R is f(x,y)=0 if (x,y)=(0,0) and xy^2/(x^2+y^2) otherwise, then prove that f is not continuous at (0,0)
Supposed to be easy but my brain is dead right now for this..
it's multivariable...
I been stuck on this homework problem for about an hour.
A truck covers 40.0 m in 8.25 s while smoothly slowing down to final speed of 2.05 m/s.
(a) Find the truck's original speed.
m/s
(b) Find its acceleration.
m/s2
I was told to use this V^2 = Vo^2 + 2AdeltaX but became lost.
Hi, I'm stuck on the following problem:
|(4/x)| > 5
I split it up into two cases, case 1 is x > 0, case 2 is x < 0
Case 1: Case 2:
4/x > 5 4/x < -5
4 > 5x 4 < -5x
5x < 4 -5x > 4
x < 4/5...
The starship enterprise returns from warp drive to ordinary space with a forward speed of 50 km/s. To the crew’s shocking surprise, a Klingon ship is 100 km directly ahead, traveling in the same direction at a measly 20 km/s. Without evasive action, the Enterprise will overtake and collide with...
i'm stuck on a problem. Let's say you have a large water tower. and the pressure is basically static pressure from the weight of the water. But when the water starts moving through pipes is the pressure then dynamic pressure? In which would you have to calculate the pressure from 1/2 density of...
hi all,
have a rather sticky problem on determinants to deal with...hope someone can offer some help.
[In what follows, the numbers in brackets denote suffixes, so that, for example, A(s)(j) refers to the element in the sth row of A and jth column of A.]
Let A be an n x n matrix. Let s be a...
This is the problem (exact wording):
An infinitely long rod is being rotated in a vertical plane at a constant angular velocity w about a fixed horizontal axis (the z-axis) passing through the origin. The angular velocity is maintained at the value w for all times by an external agent. At t =...
An open container holds 0.550 kg of ice at -15 Celsius. The mass of the container can be ignored. Heat is supplied to the container at the constant rate of 800 J/min for 500 min.
A) After how many minutes does the ice start to melt.
This part I calculated and got correct, it's 21.7 min...
hello,
I am having a lot of trouble with the last 2 questions on my end of year assignment, and i just found this forum and was wondering if anyone could help me
The questions are:
With the use of a P-v, Y-s and a P-h diagram respectively, define the important concepts and factors...
Hey guys, I got stuck doing these HW problems and I was hoping someone could give me some hints on how to solve them.
1.) 4 * 3^(X) = 7 * 5^(X)
2.) 2^(X) = e^(X+1)
Any help would be appreciated.
TIA
The sum of two intergers is twenty. Five times the smaller interger is two more than twice the larger integer. Find the integers.
I'm somehow lost on the problem
I tried setting the problem up to solve for the smaller varrible. Making it x & the larger 20-x. Anyway, I came up with 5x...
1. A ship with a long anchor chain is anchored in 11 fathoms of water. The anchor chain is being wound in at a rate of 10 fathoms/minute, causing the ship to move toward the spot directly above the anchor resting on the seabed. The hawsehole ( the point of contact between ship and chain) is...
Okay, so I was given the parametric equations of x = (cos(t))^2 and y = cos(t). So I found dy/dt = -sin(t) and dx/dt = -2sin(t)cos(t). This is where I am getting stuck, so I have the L = integral from 0 to 4pi (sqrt((dx/dt)^2+(dy/dt)^2)) , but I don't know how to simplify this to get the answer...
Stuck with problem:
There is a local surface \alpha(u) = (f_1(u), f_2(u), f_3(u), f_4(u)) \in R^4. I need to find basis vectors of tangent space on that surface in some point p. It is not difficult to calculate tangent space for that surface, we should choose some curve on the surface and...
I'm currently studying for a Statistics final, and I'm stuck at some problems. I'd appreciate any help I could get.
Question #1
Determine the minimum sample size needed to estimate a population mean with a margin of error of 24 and a confidence level of 95%, if the population standard...
Hi there
I'm stuck on one of the normalization question,
I'd be glad if you can help me out.
The questions is, psi(r)=Ne^(-ar) where N is a normalization constant and a is a known real parameter.
Solution reads, 1=int dr lpsi(r)l^2 = 4piN^2 int (from 0 to infinity) dr r^2 e^(-2ar)
What I...
"The probability that a seed will sprout is 3/4. If 7 seeds are planted, find, to the nearest ten-thousandth, the probability that at least 5 will sprout."
The answer is .7564, but I don't know how to get there. I tried (3/4^5) + (3/4^6) + (3/4^7), but that doesn't work. Neither does (3/4*5)...
Hey. Heres the question:
Two boats are moving along straight paths and their position vectors at noon are:
For the first question, i assumed its initial position would be 0 hours after noon. So i just answered it as:
7\mathbf{i}-5\mathbf{j}
Now i wouldn't have a clue if that's even...
Hello everyone! I got some parts of this question right but are stuck on others. Here is the problem:
The equation of a transverse wave traveling along a very long string is given by y = 6.1 sin(0.010x + 3.0t), where x and y are expressed in centimeters and t is in seconds. Determine the...
Hello everyone. I was hinted by a member that I should use pythagoris and some trig to figure the length out. It all made sense but now I'm not getting the right answer and I'm wondering if its becuase I assumed the first triangle had a length of 3.10, because it said the bird is 3.10m from...
I have been asked to find the area between the following curves
f(x)= x^3 -9x^2 +18x and
g(x)= (-x)^3 +9x^2 -18x
I started out by finding the points of intersection, which I found to be 0, 3, and 6. I then integrated |f(x)-g(x)|and evaluated between 6 and 0. I got an answer of zero but it...
Hello everyone! I remember doing these in calc II, but forgot 99% of it. Here is the question:
Find the interval of convergence for the given power series.
http://cwcsrv11.cwc.psu.edu/webwork2_files/tmp/equations/5e/119a4cd07ce5d3f6f673477ed169641.png
The series is convergent
from x = ...
I have a question on dropping ice (-10 celsius) into water (20 celsius). What is the final temp?
i have used Q = m.c.delta T between -10 and 0
I know i have to use Q = m.l for the phase change and then agian use
Q = m.c. delta T to find a final temp.
How do i relate these two...