sample of slovins formula
1. sample of slovins formula
Answer:
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Step-by-step explanation:
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Answer:
it is computed as n = N / (1+Ne2)
Step-by-step explanation:
it is used to calculate the sample size(n) given the population times (N) and a margin of error (e)
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2. Which types of random sampling using slovins formula
Answer:
What is Slovin's Formula? Slovins's formula is used to calculate an appropriate sample size from a population. Statistics is a way of looking at a population's behavior by taking a sample. It's usually impossible to survey every member of a population because of money or time.3. compute first for the sample size using slovin's formula at a 5% margin of error
Answer:
The Slovin's Formula is given as follows: n = N/(1+Ne2), where n is the sample size, N is the population size and e is the margin of error to be decided by the researcher.
4. Using Slovin's Formula, look for the sample size of this population: 1500 SHS students in AMA COMPUTER COLLEGE.
Answer:
316 ang sagot
5. compare and contrast of slovin's formula and chchran's formula.need help.
Answer:
Slovins's formula is used to calculate an appropriate sample size from a population. About sampling. Statistics is a way of looking at a population's behavior
What is a slovin formula?
Slovin's formula. - is used to calculate the sample size (n) given the population size (N) and a margin of error (e). - it's a random sampling technique formula to estimate sampling size. -It is computed as n = N / (1+Ne2).
Slovin's formula allows a researcher to sample the population with a desired degree of accuracy. Slovin's formula gives the researcher an idea of how large the sample size needs to be to ensure a reasonable accuracy of results
Explanation:
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6. 1 + 1 - 6 + 2⅔ =(Slovins Formula)
Answer:
Evaluate:
-4+ 3✓2²
Solution:
-4+ 3✓4
Alternative Form:
= -2.4126
Explanation:
Godbless
7. ___4. In statistics, Slovin’s formula is used to determine the A. population size B. sample size C. average D. median
Answer:
1.c
please subscribe to satisfied new earth po thank you8. What is the slovin's formula?
n = N / (1 + Ne2) where n = Number of samples, N = Total population and e = Error tolerance
9. 5. What does e represent in the Slovin's formula?A. sample sizeB. populationC. exponentD. margin of error
SLOVIN'S FORMULA
Answer:
5. What does e represent in the Slovin's formula?
D. margin of error[tex] \large \rightarrow [/tex] e is the represent of margin of error in the Slovin's formula.
[tex] \: [/tex]
10. What is slovin’s formula?
It is used to calculate the sample size (n) given the population size (N) and a margin of error (e).
It's a random sampling technique formula to estimate sampling size.
It is computed as n = N / (1+Ne2).
11. Using the GRESA method and Slovin Formula, solve for the sample. What would be the sample size given the following data. Given N = 35000; CI = 95%Required Sample size = ?Equation :Solution:Answer:
Answer:
7008259,619999010 ayn na po
12. Directions: Compute for the Sample Size for the following Population using Slovin Formula. Consider an acceptable error of 6% (substitute 0.06 in the formula). Round up your answers. N= 250 Academic Strand Students
[tex]\large \bold {ANSWER}[/tex]
[tex]\small\textsf{Using Slovin's Formula} \\ \\ \small\sf{n = \frac{N}{1 + Ne ^{2} } } \\ \\ \small\sf{n = \frac{250}{1 + (250)(0.06) ^{2} } } \\ \\ \small\sf{n = \frac{250}{1 + (250)(0.0036) } } \\ \\ \small\sf{n = \frac{250}{1.9} } \\ \\ \small\sf{\green{\boxed{{{n ≈132 } }}}}[/tex]
[tex]\small\textsf{\#CarryOnLearning}[/tex]
13. 10. It expresses the maximum expected difference between the true population parameter and a sample estimate of that parameter.a. margin of errorb. population sizec. slovin's formulad. sample size nonsense report
Step-by-step explanation:
c sokvin, sc. slovin's formula
14. What is important slovin's formula in research.
Slovin's formula. - is used to calculate the sample size (n) given the population size (N) and a margin of error (e). - it's a random sampling technique formula to estimate sampling size. -It is computed as n = N / (1+Ne2).Slovin's formula allows a researcher to sample the population with a desired degree of accuracy. Slovin's formula gives the researcher an idea of how large the sample size needs to be to ensure a reasonable accuracy of results.
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15. How many sample are there given, N= 600, e=0.05, using the SLOVINs formula
need 20 character long :(
Step-by-step explanation:
It's ok
16. Directions: Compute for the Sample Size for the following Population using Slovin Formula. Consider an acceptable error of 6% (substitute 0.06 in the formula). Round up your answers. N = 686 Grade 12 Students
Answer:
YAN ANG SAGOTSANA MATULONGAnswer:
Isolat ang pangalan ng larawan ng pagpantig na salita
17. Directions: Compute for the Sample Size for the following Population using Slovin Formula. Consider an acceptable error of 6% (substitute 0.06 in the formula). Round up your answers.N= 1104 SHS Students
N = 1104 SHS Students
Slovin's Formula: n = N / (1 + Ne^2)
Where:
n = sample size
N = population size
e = margin of error
n = N / (1 + Ne^2)
n = 1104 / [1 + (1104)(.06)^2]
n = 1104 / [1 + (1104)(.0036)]
n = 1104 / (1 + 3.9744)
n = 1104 / 4.9744
n = 221.936313927
n = 222
Therefore, the sample size should be 222 SHS Students
18. how many sample are there given, N=450,e=0.01, using the SLOVINS formula?
✏️SLOVIN===============================
Problem: How many sample are there given, N = 450, e = 0.01, using the SLOVINS formula.
Solution: Using the Slovins Formula to find the sample size by substituting the given.
[tex] \begin{aligned}& \bold{ \color{lightblue} Formula:} \\ & \boxed{n = \frac{N}{1 + N {e}^{2} } }\end{aligned}[/tex]
[tex] \begin{aligned}{n = \frac{450}{1 + 450 {(0.01)}^{2} } }\end{aligned}[/tex][tex] \begin{aligned}{n = \frac{450}{1 + 450 {(0.0001)} } }\end{aligned}[/tex][tex] \begin{aligned}{n = \frac{450}{1 + 0.045 } }\end{aligned}[/tex][tex] \begin{aligned}{n = \frac{450}{ 1.045 } }\end{aligned}[/tex][tex]n = 430.62[/tex]- Therefore, the sample size is approximate:
[tex] \large \boxed{ \rm \green{ \: 430.62 \: }}[/tex]===============================#CarryOnLearning
#LearnWithBrainly
19. How many sample are there given, N= 300, e=0.05, using the SLOVINs formula?
Answer
n = 171.4285714
Step-by-step explanation:
N = 300
e = 0.05
n = ?
n = N / 1+Ne²
n = 300 / 1 + 300 (0.05²)
n = 300 / 1 + 300 (0.0025)
n = 300 / 1 + 0.75
n = 300 / 1.75
n = 171.4285714
Not sure .
20. 2. Liza is in the process of gathering data She used the Slovin's formula to compute for the sample of her study. What characteristics of quantitative research is described in the given situation?
Answer:
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21. Directions: Compute for the Sample Size for the following Population using Slovin Formula. Consider an acceptable error of 6% (substitute 0.06 in the formula). Round up your answers. N= 418 Grade 11 Students
Answer:
THE ANSWER IS IN THE BACK OF YOUR MODULE ;)
22. Liza is in the process of gathering data. She used the Slovin's formula to compute for the sample of her study. What characteristics of quantitative research is described in the given situation?
Explanation:
nasa crome po sagot de kolang po ma copy
23. What is important to slovin's formula.
Answer:
Slovin's formula allows a researcher to sample the population with a desired degree of accuracy. Slovin's formula gives the researcher an idea of how large the sample size needs to be to ensure a reasonable accuracy of results
Explanation:
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Answer:
solvins formula allows a researcher to sample the population with a desired degree of accuracy
Explanation:
solvins furmula gives the researcher an idea of how large the sample size needs to be to ensure a rensonable accuary of results
24. If there are 5,000,000 people and 0.05 margin of error is expected, compute the sample size using Slovin's Formula
Answer:
The answer is 399.97
Step-by-step explanation:
Formula:
[tex]n = \frac{N}{1 + Ne^{2} }[/tex]
Let, N = 5,000,000 and e = 0.05
= [tex]\frac{5,000,00}{1 + 5,000,000(0.05)^{2} }[/tex]
= [tex]\frac{5,000,000}{1 + 5,000,000(0.0025)}[/tex]
= [tex]\frac{5,000,000}{1 + 12,500}[/tex]
= [tex]\frac{5,000,000}{12,501}[/tex]
= [tex]399.97[/tex]25. 1. How many sample units must be obtained from 7,000 employees, if 10% margin of error is used? 2. Compute for the sample using Slovin's formula from 1000 students with 5% margin of error.
Answer:
5000 margin of error.
Step-by-step explanation:
the sample using slovin's formula from 1000 students with 5% margin of error is 5000 margin of error.
26. find the sample size required from a population of 10,000 given a margin of error of 5% use slovin's formula show your solution
Answer:
Find the Sample Size?
10,000 given a margin of error of 5% use solvins
formula show your solution
A Sample of SIZE IS 10,000 MARGIN GIVEN A FORMULA OF 5% SIZE SOLVINS IS
3% MARGIN
Step-by-step explanation:
CORRECT ME IF I'M WRONG
I HOPE IT HELP
#CARRY ON LEARNING
27. 2. Is it required to use Slovin's formula in determining sample size once you havedecided to use probability sampling technique? Explain your answer
If a sample is taken from a population, a formula must be used to take into account confidence levels and margins of error. ... Use Slovin's formula when nothing is known about the behavior of a population.
28. Using Slovin Formula: if a sample size is 500 amd a target population is 8000 what is the required margin or error %
Answer:
e = 0.04330127018
Step-by-step explanation:
data are ; N = 8000, n = 500 , e = ?
slovin formula = n = N / ( 1 + Ne^2)
find e
n(1 + Ne^2) = N
1+ Ne^2 = N/n
Ne^2 = (N/n) - 1
e^2 = ((N/n)-1)N
e = square root of (((N/n)-1)N)
substitute with the data given
e = square root of (((8000/500)-1)8000)
e = 0.04330127018
29. find the sample size if the population size is 2500 at 95% accuracy using Slovin's formula.
Sample = n/(1 + ne^2)
= 2500/(1 + 2500(0.05)^2)
you can do the job
30. Direction: Solve the given problem using the slovin’s formula to determine the desired sample size. (Show your solution)1. A researcher plans to conduct a survey. If the population on High City is 1,000,000 , find the sample size if the margin of error is 25% 2. Compute for the sample size using Slovin’s formula from 600 students with 10 % margin of error.pahelp.
Here's the answer, lesson din namin ito :)
