Question

MSwithin = 47, n=5, dfwithin = 27, k = 3 groups use q Table top (rows)...

MSwithin = 47, n=5, dfwithin = 27, k = 3 groups use q Table top (rows) use k (or # of groups) Side (rows) use dfwithin

Homework Answers

Answer #1

Given that Mswithin = 47 , n = 5 , dfwithin = 27, k= 3 groups

HSD Test

HSD = q Msw/nk

nk= sample size of the treatment group with the smallest number of observation.

Msw = Mean square within

q= constant (studentized range q table)

Calculation:-

HSD = q Msw/nk

q = k= 3 , df = 27 = 3.506

q = 3.506

HSD = q Msw/nk

= 3.506 47/5

=3.506*1.3711

= 4.8070

Therefore HSD= 4.8070

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Fill in the following cost table.  For the first few rows, you can work from left to...
Fill in the following cost table.  For the first few rows, you can work from left to right.  However, as you get to the last two rows, you will need to use the information from the right side of the table to work back to the left side. We do not calculate average costs at a quantity of 0. Q TFC TVC TC AFC AVC ATC MC 0 5,000 0 5000 XXXXXX XXXXXX XXXXXX XXXXXX 1 3.000 8000 5000 3000 8000 3,000...
Find the Fcv for the following scenarios: a. 3 groups of equal size, n=10 b. 5...
Find the Fcv for the following scenarios: a. 3 groups of equal size, n=10 b. 5 groups, n = 10, n = 15, n = 12, n = 7, n = 10 c. 5 groups of equal size, n=10 d. 4 groups, n = 12, n = 12, n = 13, n = 5, n = 11
1. To test the series ∞∑k=1 1/5√k^3 for convergence, you can use the P-test. (You could...
1. To test the series ∞∑k=1 1/5√k^3 for convergence, you can use the P-test. (You could also use the Integral Test, as is the case with all series of this type.) According to the P-test: ∞∑k=1 1/5√k^3 converges the P-test does not apply to ∞∑k=1 1/5√k^3 ∞∑k=1 1/5√k^3 diverges Now compute s4, the partial sum consisting of the first 4 terms of ∞∑k=1 1 /5√k^3: s4= 2. Test the series below for convergence using the Ratio Test. ∞∑n=1 n^5 /1.2^n...
Use Excel to compute the table with columns for (1) N=number of coins, (2) N/2 =...
Use Excel to compute the table with columns for (1) N=number of coins, (2) N/2 = expected number of heads on average, (3) Sqrt[N]/2 = standard deviation, (4) typical range for number of heads (i.e. average – standard deviation to average + standard deviation), (5) relative width = standard deviation / average. Make rows for N = {10, 100, 1000, 10^4, 10^6, 10^8, … , 10^20, 10^22, 10^24}.
The production function for the Roundtree Laser Company is: Q=(10L^.5)(K^.3)(M^.3) where: Q: number of lasers produced...
The production function for the Roundtree Laser Company is: Q=(10L^.5)(K^.3)(M^.3) where: Q: number of lasers produced per week L: amount of labor used per week K: the amount of capital used per week M: quantity of raw materials used per week a) Does the production function exhibit decreasing returns to scale? b) Does the production function exhibit diminishing marginal returns?
If N is negative binomial with parameters k=3 and p=0.3,what are Pr[N=3],Pr[N=4], Pr[N=5] ,Pr[N=6], and Pr[N=7]?
If N is negative binomial with parameters k=3 and p=0.3,what are Pr[N=3],Pr[N=4], Pr[N=5] ,Pr[N=6], and Pr[N=7]?
Let a production function for a country, Eastasia, be defined as: Y=5*L1/3*K2/3. Suppose L=27 and K=64....
Let a production function for a country, Eastasia, be defined as: Y=5*L1/3*K2/3. Suppose L=27 and K=64. Find the level of GDP.Now, suppose L=13.5 and K=32. Find the level of output in the economy. Does this function have constant returns to scale? Explain. Now, let Y=5*L1/3*K2/3+L. Does this function have constant, increasing, or decreasing returns to scale? Explain.
Math Methods: The data in the accompanying table show the speed n (in increments of 5...
Math Methods: The data in the accompanying table show the speed n (in increments of 5 mph) of an automobile and the associated distance in feet required to stop it when the brakes are applied. For instance,n= 6 (representing 6x5 = 30 mph) requires a stopping distance of 47 ft. n 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 3 6 11 21 32 47 65 87 112 140 171 204 241...
Use the table below to determine the corresponding genotype and phenotype of the critter you have...
Use the table below to determine the corresponding genotype and phenotype of the critter you have created. Traits Suite Dominant Cards Recessive Cards Number of spots Hearts 4 spots (N*) K,Q,J, 10, 9, 8 2 spots (nn) 7, 6, 5, 4, 3, 2 Body color Clubs Red (R*) K,Q,J, 10, 9, 8 Orange (rr) 7, 6, 5, 4, 3, 2 Antennae length Diamonds Short (A*) K,Q,J, 10, 9, 8 Long (aa) 7, 6, 5, 4, 3, 2 Body size Spades...
Write a Recursive Function Algorithm to find the terms of following recurrence relation. t(1)=3 t(k)=2×t(k-1)-5 (n>1)....
Write a Recursive Function Algorithm to find the terms of following recurrence relation. t(1)=3 t(k)=2×t(k-1)-5 (n>1). and (ii) If you call z←t(4) in a program then what value the program will use for z?