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question in computer science. please dont copy. all information provided. will rate negative if given wrong. 15....
question in computer science please dont copy. will rate negative if given wrong. all information provided...
question in computer science
please dont copy.
will rate negative if given wrong.
all information provided
1. Use e- o definition to show tat f(r) mx1 a is contiious at 1.
Please argument all your answers and explain your arguments so i can understand better dont use...
Please argument all your answers and explain your arguments so i can understand better dont use advanced things im just taking linear algebra course. Let V be a vector space of finite dimension over . linear operators over V that conmute. Show that and have at least one common eigenvector We were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this imageWe were unable to transcribe this image
Let yp(y) be the C(2) inverse demand function facing a monopoly, where y++ is its rate...
Let yp(y) be the C(2) inverse demand function facing a monopoly, where y++ is its rate of output, and let yC(y) be the C(2) total cost function of the monopoly. Assume that p(y)>0, p'(y)<0, and C'(y)>0 for all y++, and that a profit maximizing rate of output exists. Total revenue is therefore given by R(y)=p(y)y. Given that question uses an inverse demand function, the elasticity of demand, namely (y), is defined as (y)= 1/p'y p(y)/y. Why is (y)<0? Prove that...
Negative binomial probability function: is the mean is the dispersion parameter Let there be two groups...
Negative binomial probability function:
is the mean
is the dispersion
parameter
Let there be two groups with numbers and means of
1) Write down the log-likelihood for the full model
2) Calculate the likelihood equations and find the general form
of the MLE for and
3) Write down the likelihood function in the reduced model (ie.
assuming )
and derive the MLE for in general
terms
4) Using the above answers only, give the MLE and standard error
for where...
Let f,g be continuous functions on [a,b] with for all (a) show that there are such...
Let f,g be continuous functions on [a,b] with for all (a) show that there are such that (b) using (a) prove that there is a strictly between x1 and x2 such that f(x) 0 rE a, b a, 1 ( f(xgf(x) < g[x2}f{x)) We were unable to transcribe this imagef(r)g()da g(e) f(x)da f(x) 0 rE a, b a, 1 ( f(xgf(x)
Please argument all your answers and explain why of your arguments so i can understand better and...
Please argument all your answers and explain why of your arguments so i can understand better and do not use advanced things im just taking linear algebra course. Let V be a vector space of finite dimension over a field K. T a linear operator over V and a eigenvector of T associated to the eigenvalue . If , show that . Being A any matrix associated to T in some basis of V. We were unable to transcribe this...
Please keep in mind that this is a proof using this definition of a Limit of a sequence.
Please keep in mind that this
is a proof using this definition of a Limit of a sequence.
We were unable to transcribe this image3.1.3 Definition A sequence X = (z.) in R is said to converge to z E R, or z is said to be a limit of (Zn), if for every ε > 0 there exists a natural number K(e) such that for allnK(e), the terms xn satisfy n- x < e. If a sequence has a...
Please show work and explanations to all parts of the question! Thanks! In the figure, an...
Please show work and explanations to all parts of the question!
Thanks!
In the figure, an initially stationary block of mass m= 3.00 kg begins to descend as a connecting cord unwraps from a pulley. Pulley Block Example 10.8.1 Figure 1 The pulley, which is mounted on a horizontal frictionless axle, is a disk (assumed uniform) of radius R=0.200 m and mass m2 = 8.00 kg. We want the speed v of the block and the angular speed o of...
I know thats alot of information but if you could just answer exercises 7.19 and 7.20 at the bott...
I know thats alot
of information but if you could just answer exercises 7.19 and 7.20
at the bottom I would really appreciate it!!!! I WILL RATE!
Example 7.18 Consider a reflection across the line given in standard coordinates remember, ( must be a subspace, so must contain 0, the origin. Since the line isy=-3r, if we let z = 1, we get V--3, ald these are the coordinates of a basis wector for C. If we rotate this vector,...
I need help with number 14, 15 , and 16 please! I also provided information in order to solve the problem, but I dont k...
I need help with number 14, 15 , and 16 please! I also
provided information in order to solve the problem, but I dont know
how to do that. thank you!
We were unable to transcribe this imageJ. Uly the experimental data for pH and the concentration of the solutions, calculate the k WORK.) Solution Value of K, or kb 0.1 ZnCl2 Ko= 9.0x10-17 0.1 KAI(SO4)2 Kb = 1.44x10-20 0.1 NH4Cl Ka = 3.80 x 10-9 0.1 NaC H302 Ko=...
question in computer science
please dont copy.
will rate negative if given wrong.
all information provided
1. Use e- o definition to show tat f(r) mx1 a is contiious at 1.
Negative binomial probability function:
is the mean
is the dispersion
parameter
Let there be two groups with numbers and means of
1) Write down the log-likelihood for the full model
2) Calculate the likelihood equations and find the general form
of the MLE for and
3) Write down the likelihood function in the reduced model (ie.
assuming )
and derive the MLE for in general
terms
4) Using the above answers only, give the MLE and standard error
for where...
Please keep in mind that this
is a proof using this definition of a Limit of a sequence.
We were unable to transcribe this image3.1.3 Definition A sequence X = (z.) in R is said to converge to z E R, or z is said to be a limit of (Zn), if for every ε > 0 there exists a natural number K(e) such that for allnK(e), the terms xn satisfy n- x < e. If a sequence has a...
Please show work and explanations to all parts of the question!
Thanks!
In the figure, an initially stationary block of mass m= 3.00 kg begins to descend as a connecting cord unwraps from a pulley. Pulley Block Example 10.8.1 Figure 1 The pulley, which is mounted on a horizontal frictionless axle, is a disk (assumed uniform) of radius R=0.200 m and mass m2 = 8.00 kg. We want the speed v of the block and the angular speed o of...
I know thats alot
of information but if you could just answer exercises 7.19 and 7.20
at the bottom I would really appreciate it!!!! I WILL RATE!
Example 7.18 Consider a reflection across the line given in standard coordinates remember, ( must be a subspace, so must contain 0, the origin. Since the line isy=-3r, if we let z = 1, we get V--3, ald these are the coordinates of a basis wector for C. If we rotate this vector,...
I need help with number 14, 15 , and 16 please! I also
provided information in order to solve the problem, but I dont know
how to do that. thank you!
We were unable to transcribe this imageJ. Uly the experimental data for pH and the concentration of the solutions, calculate the k WORK.) Solution Value of K, or kb 0.1 ZnCl2 Ko= 9.0x10-17 0.1 KAI(SO4)2 Kb = 1.44x10-20 0.1 NH4Cl Ka = 3.80 x 10-9 0.1 NaC H302 Ko=...
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