Let (Sn,n=0,1,) be a branching process whose offspring distribution has probability generating
function (pgf) G(z). Assume S0=1, and denote by Gn(z) the pgf of Sn, for n=0,1, Show that Gn(z)=
Gn1(G(z)) and that Gn(z)=G(Gn1(z)) for n=1,2, [2].
Leonardo Di Capriolu Tufandan nce Filmi filmini izledikt.pdfresponse3
"Leonardo Di Caprio'lu Tufandan nce Filmi" filmini izledikten sonra aadaki sorular
olabildiince ayrntl olarak yantlaynz.
1. Leonardo, iklim deiikliinin etkilerini gstermek iin birok farkl yere gidiyor. Bu yerlerden n ve iklimin
bir sonucu olarak (veya iklimi etkileyecek) orada neler olduunu aklayn?
2. Leonardo, kendisine benzer hisseden birok dnya lideriyle iklim deiiklii hakknda konuuyor. Bu
liderlerden bazlarn listeleyin. Bu liderlerden hangisini en ikna edici buldunuz ve neden?
3. Leo, u anda iklim deiikliini ele almak iin bir eyler yapmaya altklar baz yerlere gidiyor. Gittii
yerlerden ikisi nerede ve orada ne tr eyler yapmaya alyorlar?
4. Amerika Birleik Devletleri, iklim deiikliini ele almak iin dier birok lke kadar hzl hareket etmiyor.
Neden byle olduunu dnyorsunuz ve Amerika'nn bu konudaki tutumu nasl grnyor?
5. klim deiiklii hakkndaki kiisel inancnz nedir? Bu filmi izlemek sizi nasl etkiledi veya hi etkiledi mi?
nandn eye neden inanyorsun? Bu, daha ayrntl olarak kefetmek istediiniz bir konu mu?.
Let X denote the amount of space occupied by an article plac.pdfresponse3
Let X denote the amount of space occupied by an article placed in a 1ft3 packing container. The
pdf of X is f(x)={83x+10,0x20.w} a. Obtain the cdf of X b. What is P(X1) c. Compute E(X) and x..
Let X be a uniform random variable defined in 01 Also le.pdfresponse3
Let X be a uniform random variable defined in (0,1). Also let Y be a function of X defined as: fY(y)=
{3y200y1else a) Find PDF of X. b) Find CDF of Y in terms of CDF of X. c) Find CDF of Y for 0y1..
Leo Mike Donny and Raph are forming a general partnership.pdfresponse3
Leo, Mike, Donny, and Raph are forming a general partnership to consult on municipal sewer
construction projects. Given the below information, calculate the initial outside basis for each
partner. Each partner will have an equal profit sharing ratio and the partnership will take on an
unsecured loan for liquidity. The partners are each have equal personal liability for the loan as the
lending institution required personal guarantees from the partners
Leo, Mhe, Donny, and Raph are forming a general partnership to consult on municipal sewer
construction projects Given the below intormation, eakulate the intial outside basis for each
partner. Each partner will have an equal proft sharing rato and the partnership wil take on an
unsecured loan far liquidty. The parthers are each have equal personal liabity for the loan as the
lending insthution tequired personal guarantees trom the partners Leo is contributing land which is
currenty encumbered by nonrecourse debt and no cash Mke is contributing his matkeling services
in exchange for a capeat interest in the parthership and cash. Donny is contributing custom-buit
machinery which is currently encumbered by nonreccurse gebt and cash Aagh is controuting a
wan which is curently encumbered by nonrecourse debt and cash.26 Required: 27 1. Complete
the table using cell references. (HINT: Utilize IF functions to properly calculate Nonrecourse Debt
Excess) 51Leo, Mike, Donny, and Raph are forming a general parthership to consult on municipal
sewer construction projacts. Given the below informabion, calculate the initial cutside basis for
each parther. Each partner wil have an equal profit sharing ratio and the partnership will take on
an unsecured loan for liquidity. The partners are each have equal personal liablility for the loan as
the lending institusion requi personal guarantees from the partners Leo is contributing land which
is currently encumbered by nonrecourse debt and no cash. Mike is contributing his marketing
services in exchange for a capital interest in the partnershp and cash. Donny is contributing
custom-built machinery which is currently encumbered by nonrecourse debt and cash. Raph is
contributing a van which is currently encumbered by nonrecourse debt and cash.Required: 1.
Complete the table using cell references. (HINT: Utilize IF functions to properly caleulate
Nonrecourse Debt Excess) Partner's Initial Tax Basis Computation Land begin{tabular}{l|l|l} Leo &
Mike & Donny end{tabular} Machinery Services Rendered Van Cash Recourse Debt Nonrecourse
Debt Excess - Land Nonrecourse Debt Excess - Machinery Nonrecourse Debt Excess - Van
Nonrecourse Debt Allocation - Land Nonrecourse Debt Allocation - Machinery Nonrecourse Debt
Allocation - Van Nonrecourse Debt Relief Ordinary Deduction Initial Tax Basis.
Let X be a random variable with a negative binomial distribu.pdfresponse3
Let X be a random variable with a negative binomial distribution. The p.m.f is given by p(x)=(x+r1r
1)prqx,x=0,1,2., where r is a whole number, q=1p, and 0<p<1. Prove the following. a. E(X)=prq b.
E(X(X1))=p2r(r+1)q2 c. V(X)=p2rq.
Let X be a normal distributed random variable with 4 and st.pdfresponse3
Let X be a normal distributed random variable with =4 and standard deviation =1.5. Find Pr(X<10).
Graphically represent your findings. Find Pr(X>10). Graphically represent your findings. Find
Pr(8<X<10). Graphically represent your findings. Find a number x such that Pr(X<x)=0.975.
Graphically represent your findings. Find a number x such that Pr(X>x)=0.025 . Graphically
represent your findings. What share of the sample lives between 2 standard deviation of the
mean?.
Let X be a continuous random variable defined on the probabi.pdfresponse3
Let X be a continuous random variable defined on the probability space (,E(),P). It is known that X
is zero outside the interval (0,). Define a new random variable Y by: Y=(2X+3)1 1. (10pts) Find FY(
y), the distribution function of Y, in terms of the distribution function of X,FX(x). 2. (6pts) Find fY(y)
, the density function of Y in terms of the density function of X, fX(x) 3. (4pts) If fX(x)=exu(x),
where u(x) is the unit step function, use the result of 2. To find the density function for Y..
Let X be a discrete random variable that takes a value of ei.pdfresponse3
Let X be a discrete random variable that takes a value of either 0 or 1 . Given that X is four times
more likely to be 0 than it is to be 1 , plot the "inverse" of its cumulative distribution function on the
axes below..
Leonardo Di Capriolu Tufandan nce Filmi filmini izledikt.pdfresponse3
"Leonardo Di Caprio'lu Tufandan nce Filmi" filmini izledikten sonra aadaki sorular
olabildiince ayrntl olarak yantlaynz.
1. Leonardo, iklim deiikliinin etkilerini gstermek iin birok farkl yere gidiyor. Bu yerlerden n ve iklimin
bir sonucu olarak (veya iklimi etkileyecek) orada neler olduunu aklayn?
2. Leonardo, kendisine benzer hisseden birok dnya lideriyle iklim deiiklii hakknda konuuyor. Bu
liderlerden bazlarn listeleyin. Bu liderlerden hangisini en ikna edici buldunuz ve neden?
3. Leo, u anda iklim deiikliini ele almak iin bir eyler yapmaya altklar baz yerlere gidiyor. Gittii
yerlerden ikisi nerede ve orada ne tr eyler yapmaya alyorlar?
4. Amerika Birleik Devletleri, iklim deiikliini ele almak iin dier birok lke kadar hzl hareket etmiyor.
Neden byle olduunu dnyorsunuz ve Amerika'nn bu konudaki tutumu nasl grnyor?
5. klim deiiklii hakkndaki kiisel inancnz nedir? Bu filmi izlemek sizi nasl etkiledi veya hi etkiledi mi?
nandn eye neden inanyorsun? Bu, daha ayrntl olarak kefetmek istediiniz bir konu mu?.
Let X denote the amount of space occupied by an article plac.pdfresponse3
Let X denote the amount of space occupied by an article placed in a 1ft3 packing container. The
pdf of X is f(x)={83x+10,0x20.w} a. Obtain the cdf of X b. What is P(X1) c. Compute E(X) and x..
Let X be a uniform random variable defined in 01 Also le.pdfresponse3
Let X be a uniform random variable defined in (0,1). Also let Y be a function of X defined as: fY(y)=
{3y200y1else a) Find PDF of X. b) Find CDF of Y in terms of CDF of X. c) Find CDF of Y for 0y1..
Leo Mike Donny and Raph are forming a general partnership.pdfresponse3
Leo, Mike, Donny, and Raph are forming a general partnership to consult on municipal sewer
construction projects. Given the below information, calculate the initial outside basis for each
partner. Each partner will have an equal profit sharing ratio and the partnership will take on an
unsecured loan for liquidity. The partners are each have equal personal liability for the loan as the
lending institution required personal guarantees from the partners
Leo, Mhe, Donny, and Raph are forming a general partnership to consult on municipal sewer
construction projects Given the below intormation, eakulate the intial outside basis for each
partner. Each partner will have an equal proft sharing rato and the partnership wil take on an
unsecured loan far liquidty. The parthers are each have equal personal liabity for the loan as the
lending insthution tequired personal guarantees trom the partners Leo is contributing land which is
currenty encumbered by nonrecourse debt and no cash Mke is contributing his matkeling services
in exchange for a capeat interest in the parthership and cash. Donny is contributing custom-buit
machinery which is currently encumbered by nonreccurse gebt and cash Aagh is controuting a
wan which is curently encumbered by nonrecourse debt and cash.26 Required: 27 1. Complete
the table using cell references. (HINT: Utilize IF functions to properly calculate Nonrecourse Debt
Excess) 51Leo, Mike, Donny, and Raph are forming a general parthership to consult on municipal
sewer construction projacts. Given the below informabion, calculate the initial cutside basis for
each parther. Each partner wil have an equal profit sharing ratio and the partnership will take on
an unsecured loan for liquidity. The partners are each have equal personal liablility for the loan as
the lending institusion requi personal guarantees from the partners Leo is contributing land which
is currently encumbered by nonrecourse debt and no cash. Mike is contributing his marketing
services in exchange for a capital interest in the partnershp and cash. Donny is contributing
custom-built machinery which is currently encumbered by nonrecourse debt and cash. Raph is
contributing a van which is currently encumbered by nonrecourse debt and cash.Required: 1.
Complete the table using cell references. (HINT: Utilize IF functions to properly caleulate
Nonrecourse Debt Excess) Partner's Initial Tax Basis Computation Land begin{tabular}{l|l|l} Leo &
Mike & Donny end{tabular} Machinery Services Rendered Van Cash Recourse Debt Nonrecourse
Debt Excess - Land Nonrecourse Debt Excess - Machinery Nonrecourse Debt Excess - Van
Nonrecourse Debt Allocation - Land Nonrecourse Debt Allocation - Machinery Nonrecourse Debt
Allocation - Van Nonrecourse Debt Relief Ordinary Deduction Initial Tax Basis.
Let X be a random variable with a negative binomial distribu.pdfresponse3
Let X be a random variable with a negative binomial distribution. The p.m.f is given by p(x)=(x+r1r
1)prqx,x=0,1,2., where r is a whole number, q=1p, and 0<p<1. Prove the following. a. E(X)=prq b.
E(X(X1))=p2r(r+1)q2 c. V(X)=p2rq.
Let X be a normal distributed random variable with 4 and st.pdfresponse3
Let X be a normal distributed random variable with =4 and standard deviation =1.5. Find Pr(X<10).
Graphically represent your findings. Find Pr(X>10). Graphically represent your findings. Find
Pr(8<X<10). Graphically represent your findings. Find a number x such that Pr(X<x)=0.975.
Graphically represent your findings. Find a number x such that Pr(X>x)=0.025 . Graphically
represent your findings. What share of the sample lives between 2 standard deviation of the
mean?.
Let X be a continuous random variable defined on the probabi.pdfresponse3
Let X be a continuous random variable defined on the probability space (,E(),P). It is known that X
is zero outside the interval (0,). Define a new random variable Y by: Y=(2X+3)1 1. (10pts) Find FY(
y), the distribution function of Y, in terms of the distribution function of X,FX(x). 2. (6pts) Find fY(y)
, the density function of Y in terms of the density function of X, fX(x) 3. (4pts) If fX(x)=exu(x),
where u(x) is the unit step function, use the result of 2. To find the density function for Y..
Let X be a discrete random variable that takes a value of ei.pdfresponse3
Let X be a discrete random variable that takes a value of either 0 or 1 . Given that X is four times
more likely to be 0 than it is to be 1 , plot the "inverse" of its cumulative distribution function on the
axes below..
Leon de 45 aos participa activamente en el plan de jubila.pdfresponse3
Leon, de 45 aos, participa activamente en el plan de jubilacin de beneficios definidos de su
empleador, pero tambin le gustara hacer una contribucin deducible a una cuenta IRA tradicional
este ao. Leon est casado, presenta una declaracin conjunta con su esposa y tiene un AGI de
$112,000 en 2019. Cul es la contribucin deducible mxima que Leon puede hacer a una cuenta
IRA tradicional?.
let X be a discrete random variable whose probability mass f.pdfresponse3
let X be a discrete random variable whose probability mass function is given in thefollowing: x=-2,
-1, 0, 1, 2 p=0.1, 0.2, 0.3, 0.2, 0.2 1.Find E ( X ) and var ( X ) and E( X2). 2.Find the probability
mass function for X2. Then find E( X2) using the probability mass function for X2 given in 2. Is it
equal to E( X2)found in 1? Find the probability P(0.2< X <1.7).
Let X be a continuous random variable such that x05917 Fi.pdfresponse3
Let X be a continuous random variable such that x0.59=17. Find P(X>17) : P(X>17)= (Round the
answer to 2 decimal places) Question Help: Video Written Example Message instructor D Post to
forum.
Let X and Y be random variables with joint density shown in.pdfresponse3
Let X and Y be random variables with joint density (shown in Figure) fX,Y(x,y)={K,0,0x1,x/2y2x
otherwise (a) Find K. (b) Find the density of X alone, fX(x). (c) Find E[X]. (d) Find E[XY].
Leontiefin ABD ticareti zerine HeckscherOhlin modeli test.pdfresponse3
Leontief'in ABD ticareti zerine Heckscher-Ohlin modeli testinin sonular hakknda "paradoksal" olan
neydi?
A) Leontief, ABD ithalatnn ABD ihracatndan daha emek youn olduu sonucuna vard.
B) Leontief, ABD ithalatnn ABD ihracatndan daha sermaye youn olduu sonucuna vard.
C) Leontief, ABD ithalatnn esas olarak tarm rnleri olduu sonucuna vard.
D) Leontief, ABD ihracatnn uluslararas dzeyde rekabeti olmad sonucuna vard..
Let X and Y be two statistically independent random variable.pdfresponse3
Let X and Y be two statistically independent random variables. It is known that X is a zero-mean,
unit-variance Gaussian random variable, while Y is a uniform random variable in the interval [0,2].
Find E[X2eY].
Let X be a continuous random variable with density function.pdfresponse3
Let X be a continuous random variable with density function: f(x)={x+0.50if0<x<1otherwise. Find
the expectation of X. Round your answer to 4 decimal places.
Let SF be the discrete random variables associated to Bisho.pdfresponse3
Let S,F be the discrete random variables associated to Bishop's stickered fruit problem from class
on 2/13 (Week 5 Lecture Notes), reproduced here for reference. There are - two sticker colors:
(R)ed and (B)lue - two types of fruit: (O)ranges and (A)pples. The number of stickered fruit of each
type is summarized in the table below, which can be used to calculate the joint, marginal, and
conditional distributions associated to the random variables S and F. (a) Compute the marginal
distribution associated to F and the conditional distribution of F conditioned on S. (b) Compute the
information gain of F from S..
Let S be the universal set where S123181920 Let .pdfresponse3
Let S be the universal set, where: S={1,2,3,,18,19,20} Let sets A and B be subsets of S, where:
Set A={2,3,4,5,10,12,15,16,17,19} Set B={3,4,7,9,10,11,13,14,18,19,20} Set C={1,6,7,15,16,18,20
} Find the number of elements in the set(AB) n(AB)= Find the number of elements in the set (BC)
n(BC)= Find the number of elements in the set (AC) n(AC)=.
Let G be a graph with V vertices and E edges The Time compl.pdfresponse3
Let G be a graph with V vertices and E edges. The Time complexity to find if there is an edge
between 2 particular vertices with an adjacency list is: V+E1VE Question 16 (17.5 points) Saved
Suppose a graph is stored as an adjacency matrix. The time complexity to calculate the number of
edges in the graph is: whose information in stored in form of an adjacency matrix is VV2EE2
Question 17(17.5 points) Saved Recall that A bridge (or cut edge) is an edge whose removal
disconnects the graph. In the above graph, which of the following edges are not bridges. a. AB b.
BD c. BC a,b b,c a,b,c a,c Question 18 (17.5 points) Saved Given a graph that is a tree
(connected and acyclic)..
Let R be a relation on A1457 and R111471.pdfresponse3
Let R be a relation on A={1,4,5,7} and R={(1,1),(1,4),(7,1),(4,4),(4,1),(5,5),(7,7),(1,7)}. Are the
following statements true or false? 1. R is symmetric 2. R is reflexive 3. R is transitive 4. R is a
partial order 5. R is an equivalence relation 6. R is anti-symmetric.
Let means of random variables XY and Z be 1055 respecti.pdfresponse3
Let means of random variables X,Y, and Z be 10,5,5, respectively. And let their variances be 1.5,2
,2.5, respectively. Let these be independent from each other. (Prob. 8-9) 8. Determine E[3X+2Y3Z
] 9. Determine V[3X+2Y3Z]..
Let EXP be the class of all languages that are decidable in .pdfresponse3
Let EXP be the class of all languages that are decidable in exponential time, i.e., in time O(2nk) for
some constant k (where n is the input size). Formally, EXP=kNDTIME(2nk). It remains unknown
whether NP=EXP, but it is known that PEXP. Prove that NP EXP. In other words, any efficiently
verifiable language is decidable, in exponential time. Hint: For a specific verifier of an NP
language, how many "effectively distinct" (to the verifier) certificates can there be?.
Let kk1 be an iid sequence such that Ek0 and Vark.pdfresponse3
Let (k,k1) be an i.i.d. sequence, such that E(k)=0 and Var(k)=2. Recall that E(X1,,n) is the
conditional expectation of a random variable X given random variables 1,,n. 1) Let Sn=i=1ni for n1
. a) Show that E(Sn+m1,,n)=Sn. b) Show that E(Sn+m21,,n)=Sn2+2m. 2) Find E(0.5n+n+11,,n). 3)
Find E((0.5n+n+1)21,,n). 4) Let Xn=i=1ni for n1. a) Find E(Xn+m1,,n). b) Find E(Xn+m21,,n)..
Let A sloths owls bears and B slow derpy fluffy.pdfresponse3
Let A = {sloths, owls, bears} and B = {slow, derpy, fluffy}. Which of the following relations qualify
as a function from A to B? Select all that apply.
Group of answer choices
{(sloths, derpy), (owls, slow), (bears, fluffy)}
{(sloths, derpy), (bears, fluffy)}
{(sloths, slow), (owls, slow), (bears, slow)}
{(sloths, slow), (owls, derpy), (owls, fluffy), (bears, derpy)}.
Let Nt be a rate Poisson process and let SnmintNtn.pdfresponse3
Let N(t) be a rate Poisson process, and let Sn=min{t:N(t)n} be the time of the nth event. Compute
the following: a. E[N(3)] b. Var[N(4)] c. E[S5] d. P(S2>4N(1)=3).
Let 01 and let Dww contains an equal number of occurre.pdfresponse3
Let ={0,1} and let D={ww contains an equal number of occurrences of the substrings 01 and 10}.
Thus 101D because 101 contains a single 01 and a single 10 , but 1010/D because 1010 contains
two 10 s and one 01. Show that D is a regular language..
Let A and B be nn matrices Calculate the matrix CddeA+B0.pdfresponse3
Let A and B be nn matrices. Calculate the matrix C=ddeA+B=0. Your answer should not be in the
form of an infinite series. Hint: We know that e(A+B)t satisfies an initial value problem..
Lea y responda la pregunta El asesino en serie Gary Leon R.pdfresponse3
Lea y responda la pregunta:
El asesino en serie Gary Leon Ridgway, conocido como Green River Killer, asesin al menos a 49
mujeres en el estado de Washington antes de que lo atraparan en 2001.
Sinopsis
El asesino en serie Gary Leon Ridgway naci el 18 de febrero de 1949 en Salt Lake City, Utah.
Ocup un trabajo pintando camiones durante 30 aos y estuvo casado tres veces. Comenz a
asesinar mujeres en 1982 y fue capturado en 2001 cuando una prueba de ADN revel una
coincidencia. Ridgway dijo a los investigadores que mat entre 75 y 80 mujeres a lo largo de la ruta
99 en el sur del condado de King, Washington. Fue condenado y recibi mltiples cadenas
perpetuas.
Fondo
Gary Leon Ridgway naci el 18 de febrero de 1949 en Salt Lake City, Utah. Criado cerca de la
autopista del Pacfico de Seattle, un vecindario desfavorecido cerca del aeropuerto SeaTac,
Ridgway era un estudiante pobre y fue enviado a Vietnam despus de la escuela secundaria.
Cuando regres, consigui un trabajo pintando camiones, trabajo que mantuvo durante 30 aos.
Aunque se cas tres veces y era un fantico de la religin, Ridgway era un cliente frecuente de
prostitutas.
Asesinatos de Green River
Los asesinatos de Ridgway comenzaron en 1982, cuando jvenes fugitivos y prostitutas
comenzaron a desaparecer de la ruta estatal 99 en el sur del condado de King, Washington. Llev
a muchos de ellos a su casa y los estrangul, luego los dej en sitios remotos y boscosos. Los
primeros cuerpos aparecieron a lo largo del ahora notorio Green River.
ANUNCIO
Gracias por ver!
Apodado el Asesino de Green River, Ridgway eludi la ley hasta 2001, cuando el alguacil del
condado de King, Dave Reichert, el primer oficial asignado al caso en 1982, convoc una reunin
para volver a examinar la evidencia utilizando tecnologa de prueba de ADN recientemente
desarrollada. El anlisis produjo una coincidencia entre la evidencia de las vctimas y Ridgway, y
fue acusado de cuatro cargos de homicidio agravado en diciembre de 2001. Ridgway finalmente
se declar culpable de 48 cargos de homicidio agravado en primer grado.
Cadenas perpetuas mltiples
Frente a la perspectiva de la ejecucin, Ridgway hizo un trato con los investigadores para revelar
dnde haba escondido los cuerpos de varias de las jvenes que nunca haban sido encontradas y
tambin acept declararse culpable en cualquier caso futuro en el que su confesin pudiera ser
corroborada por evidencia. Fue sentenciado a cadena perpetua en diciembre de 2003, habiendo
cometido ms asesinatos que cualquier asesino en serie en la historia de Estados Unidos.
Se encontr un cuerpo adicional en 2011, y Ridgway recibi otra cadena perpetua. En 2013, afirm
en una entrevista con un medio de comunicacin que haba asesinado a 75-80 mujeres, y se
especul que Ridgway estaba diciendo la verdad o buscando ms atencin.
a. Quin fue Gary Ridgway?
b. Cunto tiempo estuvo suelto el Asesino de Green River?
C. Qu evidencia fsica qued en la escena del crimen que finalmente identific al Asesino de Green
River?
d. Por qu .
Exploiting Artificial Intelligence for Empowering Researchers and Faculty, In...Dr. Vinod Kumar Kanvaria
Exploiting Artificial Intelligence for Empowering Researchers and Faculty,
International FDP on Fundamentals of Research in Social Sciences
at Integral University, Lucknow, 06.06.2024
By Dr. Vinod Kumar Kanvaria
Leon de 45 aos participa activamente en el plan de jubila.pdfresponse3
Leon, de 45 aos, participa activamente en el plan de jubilacin de beneficios definidos de su
empleador, pero tambin le gustara hacer una contribucin deducible a una cuenta IRA tradicional
este ao. Leon est casado, presenta una declaracin conjunta con su esposa y tiene un AGI de
$112,000 en 2019. Cul es la contribucin deducible mxima que Leon puede hacer a una cuenta
IRA tradicional?.
let X be a discrete random variable whose probability mass f.pdfresponse3
let X be a discrete random variable whose probability mass function is given in thefollowing: x=-2,
-1, 0, 1, 2 p=0.1, 0.2, 0.3, 0.2, 0.2 1.Find E ( X ) and var ( X ) and E( X2). 2.Find the probability
mass function for X2. Then find E( X2) using the probability mass function for X2 given in 2. Is it
equal to E( X2)found in 1? Find the probability P(0.2< X <1.7).
Let X be a continuous random variable such that x05917 Fi.pdfresponse3
Let X be a continuous random variable such that x0.59=17. Find P(X>17) : P(X>17)= (Round the
answer to 2 decimal places) Question Help: Video Written Example Message instructor D Post to
forum.
Let X and Y be random variables with joint density shown in.pdfresponse3
Let X and Y be random variables with joint density (shown in Figure) fX,Y(x,y)={K,0,0x1,x/2y2x
otherwise (a) Find K. (b) Find the density of X alone, fX(x). (c) Find E[X]. (d) Find E[XY].
Leontiefin ABD ticareti zerine HeckscherOhlin modeli test.pdfresponse3
Leontief'in ABD ticareti zerine Heckscher-Ohlin modeli testinin sonular hakknda "paradoksal" olan
neydi?
A) Leontief, ABD ithalatnn ABD ihracatndan daha emek youn olduu sonucuna vard.
B) Leontief, ABD ithalatnn ABD ihracatndan daha sermaye youn olduu sonucuna vard.
C) Leontief, ABD ithalatnn esas olarak tarm rnleri olduu sonucuna vard.
D) Leontief, ABD ihracatnn uluslararas dzeyde rekabeti olmad sonucuna vard..
Let X and Y be two statistically independent random variable.pdfresponse3
Let X and Y be two statistically independent random variables. It is known that X is a zero-mean,
unit-variance Gaussian random variable, while Y is a uniform random variable in the interval [0,2].
Find E[X2eY].
Let X be a continuous random variable with density function.pdfresponse3
Let X be a continuous random variable with density function: f(x)={x+0.50if0<x<1otherwise. Find
the expectation of X. Round your answer to 4 decimal places.
Let SF be the discrete random variables associated to Bisho.pdfresponse3
Let S,F be the discrete random variables associated to Bishop's stickered fruit problem from class
on 2/13 (Week 5 Lecture Notes), reproduced here for reference. There are - two sticker colors:
(R)ed and (B)lue - two types of fruit: (O)ranges and (A)pples. The number of stickered fruit of each
type is summarized in the table below, which can be used to calculate the joint, marginal, and
conditional distributions associated to the random variables S and F. (a) Compute the marginal
distribution associated to F and the conditional distribution of F conditioned on S. (b) Compute the
information gain of F from S..
Let S be the universal set where S123181920 Let .pdfresponse3
Let S be the universal set, where: S={1,2,3,,18,19,20} Let sets A and B be subsets of S, where:
Set A={2,3,4,5,10,12,15,16,17,19} Set B={3,4,7,9,10,11,13,14,18,19,20} Set C={1,6,7,15,16,18,20
} Find the number of elements in the set(AB) n(AB)= Find the number of elements in the set (BC)
n(BC)= Find the number of elements in the set (AC) n(AC)=.
Let G be a graph with V vertices and E edges The Time compl.pdfresponse3
Let G be a graph with V vertices and E edges. The Time complexity to find if there is an edge
between 2 particular vertices with an adjacency list is: V+E1VE Question 16 (17.5 points) Saved
Suppose a graph is stored as an adjacency matrix. The time complexity to calculate the number of
edges in the graph is: whose information in stored in form of an adjacency matrix is VV2EE2
Question 17(17.5 points) Saved Recall that A bridge (or cut edge) is an edge whose removal
disconnects the graph. In the above graph, which of the following edges are not bridges. a. AB b.
BD c. BC a,b b,c a,b,c a,c Question 18 (17.5 points) Saved Given a graph that is a tree
(connected and acyclic)..
Let R be a relation on A1457 and R111471.pdfresponse3
Let R be a relation on A={1,4,5,7} and R={(1,1),(1,4),(7,1),(4,4),(4,1),(5,5),(7,7),(1,7)}. Are the
following statements true or false? 1. R is symmetric 2. R is reflexive 3. R is transitive 4. R is a
partial order 5. R is an equivalence relation 6. R is anti-symmetric.
Let means of random variables XY and Z be 1055 respecti.pdfresponse3
Let means of random variables X,Y, and Z be 10,5,5, respectively. And let their variances be 1.5,2
,2.5, respectively. Let these be independent from each other. (Prob. 8-9) 8. Determine E[3X+2Y3Z
] 9. Determine V[3X+2Y3Z]..
Let EXP be the class of all languages that are decidable in .pdfresponse3
Let EXP be the class of all languages that are decidable in exponential time, i.e., in time O(2nk) for
some constant k (where n is the input size). Formally, EXP=kNDTIME(2nk). It remains unknown
whether NP=EXP, but it is known that PEXP. Prove that NP EXP. In other words, any efficiently
verifiable language is decidable, in exponential time. Hint: For a specific verifier of an NP
language, how many "effectively distinct" (to the verifier) certificates can there be?.
Let kk1 be an iid sequence such that Ek0 and Vark.pdfresponse3
Let (k,k1) be an i.i.d. sequence, such that E(k)=0 and Var(k)=2. Recall that E(X1,,n) is the
conditional expectation of a random variable X given random variables 1,,n. 1) Let Sn=i=1ni for n1
. a) Show that E(Sn+m1,,n)=Sn. b) Show that E(Sn+m21,,n)=Sn2+2m. 2) Find E(0.5n+n+11,,n). 3)
Find E((0.5n+n+1)21,,n). 4) Let Xn=i=1ni for n1. a) Find E(Xn+m1,,n). b) Find E(Xn+m21,,n)..
Let A sloths owls bears and B slow derpy fluffy.pdfresponse3
Let A = {sloths, owls, bears} and B = {slow, derpy, fluffy}. Which of the following relations qualify
as a function from A to B? Select all that apply.
Group of answer choices
{(sloths, derpy), (owls, slow), (bears, fluffy)}
{(sloths, derpy), (bears, fluffy)}
{(sloths, slow), (owls, slow), (bears, slow)}
{(sloths, slow), (owls, derpy), (owls, fluffy), (bears, derpy)}.
Let Nt be a rate Poisson process and let SnmintNtn.pdfresponse3
Let N(t) be a rate Poisson process, and let Sn=min{t:N(t)n} be the time of the nth event. Compute
the following: a. E[N(3)] b. Var[N(4)] c. E[S5] d. P(S2>4N(1)=3).
Let 01 and let Dww contains an equal number of occurre.pdfresponse3
Let ={0,1} and let D={ww contains an equal number of occurrences of the substrings 01 and 10}.
Thus 101D because 101 contains a single 01 and a single 10 , but 1010/D because 1010 contains
two 10 s and one 01. Show that D is a regular language..
Let A and B be nn matrices Calculate the matrix CddeA+B0.pdfresponse3
Let A and B be nn matrices. Calculate the matrix C=ddeA+B=0. Your answer should not be in the
form of an infinite series. Hint: We know that e(A+B)t satisfies an initial value problem..
Lea y responda la pregunta El asesino en serie Gary Leon R.pdfresponse3
Lea y responda la pregunta:
El asesino en serie Gary Leon Ridgway, conocido como Green River Killer, asesin al menos a 49
mujeres en el estado de Washington antes de que lo atraparan en 2001.
Sinopsis
El asesino en serie Gary Leon Ridgway naci el 18 de febrero de 1949 en Salt Lake City, Utah.
Ocup un trabajo pintando camiones durante 30 aos y estuvo casado tres veces. Comenz a
asesinar mujeres en 1982 y fue capturado en 2001 cuando una prueba de ADN revel una
coincidencia. Ridgway dijo a los investigadores que mat entre 75 y 80 mujeres a lo largo de la ruta
99 en el sur del condado de King, Washington. Fue condenado y recibi mltiples cadenas
perpetuas.
Fondo
Gary Leon Ridgway naci el 18 de febrero de 1949 en Salt Lake City, Utah. Criado cerca de la
autopista del Pacfico de Seattle, un vecindario desfavorecido cerca del aeropuerto SeaTac,
Ridgway era un estudiante pobre y fue enviado a Vietnam despus de la escuela secundaria.
Cuando regres, consigui un trabajo pintando camiones, trabajo que mantuvo durante 30 aos.
Aunque se cas tres veces y era un fantico de la religin, Ridgway era un cliente frecuente de
prostitutas.
Asesinatos de Green River
Los asesinatos de Ridgway comenzaron en 1982, cuando jvenes fugitivos y prostitutas
comenzaron a desaparecer de la ruta estatal 99 en el sur del condado de King, Washington. Llev
a muchos de ellos a su casa y los estrangul, luego los dej en sitios remotos y boscosos. Los
primeros cuerpos aparecieron a lo largo del ahora notorio Green River.
ANUNCIO
Gracias por ver!
Apodado el Asesino de Green River, Ridgway eludi la ley hasta 2001, cuando el alguacil del
condado de King, Dave Reichert, el primer oficial asignado al caso en 1982, convoc una reunin
para volver a examinar la evidencia utilizando tecnologa de prueba de ADN recientemente
desarrollada. El anlisis produjo una coincidencia entre la evidencia de las vctimas y Ridgway, y
fue acusado de cuatro cargos de homicidio agravado en diciembre de 2001. Ridgway finalmente
se declar culpable de 48 cargos de homicidio agravado en primer grado.
Cadenas perpetuas mltiples
Frente a la perspectiva de la ejecucin, Ridgway hizo un trato con los investigadores para revelar
dnde haba escondido los cuerpos de varias de las jvenes que nunca haban sido encontradas y
tambin acept declararse culpable en cualquier caso futuro en el que su confesin pudiera ser
corroborada por evidencia. Fue sentenciado a cadena perpetua en diciembre de 2003, habiendo
cometido ms asesinatos que cualquier asesino en serie en la historia de Estados Unidos.
Se encontr un cuerpo adicional en 2011, y Ridgway recibi otra cadena perpetua. En 2013, afirm
en una entrevista con un medio de comunicacin que haba asesinado a 75-80 mujeres, y se
especul que Ridgway estaba diciendo la verdad o buscando ms atencin.
a. Quin fue Gary Ridgway?
b. Cunto tiempo estuvo suelto el Asesino de Green River?
C. Qu evidencia fsica qued en la escena del crimen que finalmente identific al Asesino de Green
River?
d. Por qu .
Exploiting Artificial Intelligence for Empowering Researchers and Faculty, In...Dr. Vinod Kumar Kanvaria
Exploiting Artificial Intelligence for Empowering Researchers and Faculty,
International FDP on Fundamentals of Research in Social Sciences
at Integral University, Lucknow, 06.06.2024
By Dr. Vinod Kumar Kanvaria
2024.06.01 Introducing a competency framework for languag learning materials ...Sandy Millin
http://sandymillin.wordpress.com/iateflwebinar2024
Published classroom materials form the basis of syllabuses, drive teacher professional development, and have a potentially huge influence on learners, teachers and education systems. All teachers also create their own materials, whether a few sentences on a blackboard, a highly-structured fully-realised online course, or anything in between. Despite this, the knowledge and skills needed to create effective language learning materials are rarely part of teacher training, and are mostly learnt by trial and error.
Knowledge and skills frameworks, generally called competency frameworks, for ELT teachers, trainers and managers have existed for a few years now. However, until I created one for my MA dissertation, there wasn’t one drawing together what we need to know and do to be able to effectively produce language learning materials.
This webinar will introduce you to my framework, highlighting the key competencies I identified from my research. It will also show how anybody involved in language teaching (any language, not just English!), teacher training, managing schools or developing language learning materials can benefit from using the framework.
Embracing GenAI - A Strategic ImperativePeter Windle
Artificial Intelligence (AI) technologies such as Generative AI, Image Generators and Large Language Models have had a dramatic impact on teaching, learning and assessment over the past 18 months. The most immediate threat AI posed was to Academic Integrity with Higher Education Institutes (HEIs) focusing their efforts on combating the use of GenAI in assessment. Guidelines were developed for staff and students, policies put in place too. Innovative educators have forged paths in the use of Generative AI for teaching, learning and assessments leading to pockets of transformation springing up across HEIs, often with little or no top-down guidance, support or direction.
This Gasta posits a strategic approach to integrating AI into HEIs to prepare staff, students and the curriculum for an evolving world and workplace. We will highlight the advantages of working with these technologies beyond the realm of teaching, learning and assessment by considering prompt engineering skills, industry impact, curriculum changes, and the need for staff upskilling. In contrast, not engaging strategically with Generative AI poses risks, including falling behind peers, missed opportunities and failing to ensure our graduates remain employable. The rapid evolution of AI technologies necessitates a proactive and strategic approach if we are to remain relevant.
Macroeconomics- Movie Location
This will be used as part of your Personal Professional Portfolio once graded.
Objective:
Prepare a presentation or a paper using research, basic comparative analysis, data organization and application of economic information. You will make an informed assessment of an economic climate outside of the United States to accomplish an entertainment industry objective.
The French Revolution, which began in 1789, was a period of radical social and political upheaval in France. It marked the decline of absolute monarchies, the rise of secular and democratic republics, and the eventual rise of Napoleon Bonaparte. This revolutionary period is crucial in understanding the transition from feudalism to modernity in Europe.
For more information, visit-www.vavaclasses.com
Read| The latest issue of The Challenger is here! We are thrilled to announce that our school paper has qualified for the NATIONAL SCHOOLS PRESS CONFERENCE (NSPC) 2024. Thank you for your unwavering support and trust. Dive into the stories that made us stand out!
Acetabularia Information For Class 9 .docxvaibhavrinwa19
Acetabularia acetabulum is a single-celled green alga that in its vegetative state is morphologically differentiated into a basal rhizoid and an axially elongated stalk, which bears whorls of branching hairs. The single diploid nucleus resides in the rhizoid.
Unit 8 - Information and Communication Technology (Paper I).pdfThiyagu K
This slides describes the basic concepts of ICT, basics of Email, Emerging Technology and Digital Initiatives in Education. This presentations aligns with the UGC Paper I syllabus.
Pride Month Slides 2024 David Douglas School District
Let Snn01 be a branching process whose offspring dist.pdf
1. Let (Sn,n=0,1,) be a branching process whose offspring distribution has probability generating
function (pgf) G(z). Assume S0=1, and denote by Gn(z) the pgf of Sn, for n=0,1, Show that Gn(z)=
Gn1(G(z)) and that Gn(z)=G(Gn1(z)) for n=1,2, [2]