What is salary standardization law
1. What is salary standardization law
Answer:
Republic Act 11466 or the Salary Standardization Law of 2019 was signed by President Duterte on Wednesday night. It seeks to raise the salaries of government employees, including nurses and teachers, in four tranches from 2020 to 2023. ... Meaning, he wants all government employees to receive an increase,” Go said.
2. how can you criticize the current salary standardization law and it's effect on taxation
sorry i dont know why i wonder how i wonder why
3. do you agree that minimum wage law must be stopped and salary standardization last be implemented​
Answer:
yes I'm agree
Explanation:
pa brainlest plss
4. if the salary of employees have a mean of 13,000PHp and a standard deviation of 3000Php. what is the probability that an employee selected at random will have a salary of more than 12,000Php
Answer:
Im an American and have lived in the Philippines for the past 19 years. Filipinos can live off P20,000 a month, but I never could…. certainly not comfortably. Filipinos eat thrifty, mostly rice with one side dish of a vegetable or small meat or fish, and extended family live together, sharing costs and chores. Of course, everything depends on your tastes and how particular you are.
5. The monthly salary of Mr.uypitchy this 2021 is ₱ 54,000. If his contact state that he has a monthly increase of 20% of his previous salary. what will be his annual income for this year 2021?
Answer:
64,800
Step-by-step explanation:
54,000 + 20% = 64,800
Answer:
64, 800
Step-by-step explanation:
54, 000 divided by 0.20
is equal to 10, 800
54, 000 add by 10, 800
is equal to 64, 800
6. - Michelle started a new job with an annual salary of $150,000 in 2017. If shereceives a P12, 000 raise each year, how much will her annual salary be in2021?
Answer:
186,000
Step-by-step explanation:
you add all of number and that is the answer
7. Ateneo 2021 political law reviewer scribd
Explaination
Hope it's help
8. face to face classes should resume by 2021 standard the issue
Answer:
malay k9 hindi po ako nanonood ng balita
Answer:
Not really safe, but more helpful of the students to learn if face to face
9. why development wage and salary structure affects the workers to thier standard of living
Answer:
The wage and salary structure is an essential aspect of any organization, and it has a significant impact on the standard of living of workers. The development of wage and salary structure is crucial because it determines how much employees are paid for their work. This, in turn, affects their standard of living in several ways.
Firstly, the development of wage and salary structure affects the purchasing power of workers. When employees are paid a fair wage, they can afford to purchase goods and services that improve their quality of life. On the other hand, if workers are paid low wages, they may struggle to meet their basic needs such as food, shelter, and healthcare. This can result in a decline in their standard of living.
Secondly, the development of wage and salary structure affects the motivation and productivity of workers. When employees are paid a fair wage, they are motivated to work harder and be more productive. This is because they feel valued and appreciated by their employer. On the other hand, if workers are paid low wages, they may feel demotivated and unappreciated, which can lead to a decline in their productivity.
Finally, the development of wage and salary structure affects the retention rate of workers. When employees are paid a fair wage, they are more likely to stay with their employer for a longer period. This is because they feel satisfied with their job and compensation package. On the other hand, if workers are paid low wages, they may leave their employer in search of better-paying jobs. This can result in high turnover rates, which can be costly for employers.
In conclusion, the development of wage and salary structures plays a crucial role in determining the standard of living of workers. It affects their purchasing power, motivation and productivity, and retention rate. Therefore, it is essential for organizations to develop a fair and competitive wage and salary structure that takes into account the needs of their employees.
10. 1. The salaries of employees of a certain company in Pampanga have a mean of Php 15 000 and a standard deviation of Php 1 000. 50 of its 380 employees were asked and their mean salary is Php 16,500
The answer is False
The type of salary data is Unkown. It can't be calculated by normal distribution.
11. The mean salary of the employees in ABC company is P 22 300.00 with astandard deviation of P 2 500.00. The company announces a flat raise P 1 000.00 for each employee during the following year. Findthe standard deviation of the new salaries.
Answer:
the new mean will be P25200 and the new standard deviation is P2700
12. R.A. 924 An Act Standardizing the Salaries of Judges of Chartered Cities and for Other Purposes explanation tagalog
Answer:
need lang ng points sorry
13. The salaries of employees of a certain company in Baguio City have a mean of P6,500 and a standard deviation of P1,500. What is the probability that an employee selected at random at random will have a salary of less than P7,000. *
NORMAL DISTRIBUTION
Given
Mean (µ) = ₱ 6,500Standard Deviation (σ) = ₱ 1,500Observed Value (x) = x < ₱ 7,000Z-Score (Z) = ?Probability of the sample = ?First, we have to find the z-score of the observed value in order to determine the probability.
Z = x - µ / σ
Z = 7000 - 6500 / 1500
Z = 1500 / 1500
Z = 1
Using a normal distribution table, find the area of the z-score which is 1. The area of Z = 1 is 0.3413.
But what we are finding is the probability for the salary of less than ₱ 7,000, so we have to subtract the area to 1.
1 - 0.3413
= 0.6587
The probability is 65.87 %
#BrainliestBunch
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14. The average starting salary for this year's graduates at a large university (LU) is$20,000 with a standard deviation of $8,000. Furthermore, it is known that the starting salaries are normally distributed.
If the average starting salary for this year's graduates at a large university (LU) is $20,000 with a standard deviation of $8,000, and the starting salaries are normally distributed, it means that the majority of the graduates from LU will have starting salaries that are within one standard deviation of the average starting salary. This means that most of the graduates will have starting salaries between $20,000 - $8,000 = $12,000 and $20,000 + $8,000 = $28,000.
15. 2. In a small law firm with 24 employees, Kylo has a salary that is greater than 18 other employees. What measure of position does Kylos' Salary take?
Kylo's salary takes the 75th percentile position, which means 75% of the employees have a salary less than or equal to Kylo's salary.
Answer:
Kylo's salary would be in the 75th percentile if he is making more than 18 out of 24 employees. This means that his salary is greater than the salaries of 75% of the employees in the law firm.
16. Mga halimbawa ng salary standardization
Answer:
Salary standardization is a law of 2019. The proposed Salary Standardization Law of 2019 is set to benefit more than 1.4 million government employees especially those under Salary Grade 11 to 19. This comprises 79 percent of the total government employees, including teachers and nurses.
According to the Salary Standardization:
"The proposed Salary Standardization Law (SSL) of 2016 will result in a weighted average increase of forty five percent (45%) in the compensation of all salary grades, and raise compensation of government personnel to at least seventy percent (70%) of the private sector rate."
Example of salary standardization is the following:
The minimum salary for public school teachers increased from P19,077 in 2016 to P20,754 in 2019, under the Salary Standardization Law.
#BrainlyFast
17. ano ang labor outsourcing at salary standardization?
Ang labor outsourcing ay ang pagkuha o paggamit ng mga mangagawang hindi galing sa sariling kompanya o bansa. Ang ginagamit sa paggawa ay mula sa labas. Halimbawa: Ang brand na Nike na sapatos ay pagmamay-ari ng bansang Amerika ngunit ang taga gawa nito ay mula sa Africa. Ginagawa nila ito dahil mas mura ang babayaran nila sa sweldo ng mga African kaysa sa mga Amerikano.
Ang salary standardization naman ay ang pagbibigay ng fixed na sahod na pare-pareho sa lahat ng manggagawa. Sapat ang sahod at minsan hindi ito bumababa sa minimum na sahod na isinabatas ng gobyerno.
Related links:
https://brainly.ph/question/529825
https://brainly.ph/question/1800246
https://brainly.ph/question/1525793
18. The salaries of employees of a certain company in Iloilo City have a mean of P6, 500 and a standard deviation of p1, 500. What is the probability that an employee selected at a random will have a salary of: more than 7250
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azaroncamela2121
azaroncamela2121
2 weeks ago
Math
Junior High School
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The salaries of employees of a certain company in Baguio City have a mean of P6,500 and a standard deviation of P1,500. What is the probability that an employee selected at random at random will have a salary of less than P7,000. *
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NORMAL DISTRIBUTION
Given
Mean (µ) = ₱ 6,500
Standard Deviation (σ) = ₱ 1,500
Observed Value (x) = x < ₱ 7,000
Z-Score (Z) = ?
Probability of the sample = ?
First, we have to find the z-score of the observed value in order to determine the probability.
Z = x - µ / σ
Z = 7000 - 6500 / 1500
Z = 1500 / 1500
Z = 1
Using a normal distribution table, find the area of the z-score which is 1. The area of Z = 1 is 0.3413.
But what we are finding is the probability for the salary of less than ₱ 7,000, so we have to subtract the area to 1.
1 - 0.3413
= 0.6587
The probability is 65.87 %
19. The salaries of employees of a certain company in Baguio City have a mean of P6,500 and a standard deviation of P1,500. What is the probability that an employee selected at random at random will have a salary of less than P7,000
NORMAL DISTRIBUTION
Given
Mean (µ) = ₱ 6,500Standard Deviation (σ) = ₱ 1,500Observed Value (x) = x < ₱ 7,000Z-Score (Z) = ?Probability of the sample = ?First, we have to find the z-score of the observed value in order to determine the probability.
Z = x - µ / σ
Z = 7000 - 6500 / 1500
Z = 1500 / 1500
Z = 1
Using a normal distribution table, find the area of the z-score which is 1. The area of Z = 1 is 0.3413.
But what we are finding is the probability for the salary of less than ₱ 7,000, so we have to subtract the area to 1.
1 - 0.3413
= 0.6587
The probability is 65.87 %
[tex] \: [/tex]
#BrainliestBunch
20. Amber started a new job with an annual salary of P250 000 in year 2014. If she receives P6 000 raise each year, how much will her annual salary be in 2015, 2016, 2018, 2020, and 2021? a1-2014 - P250 000 a2-2015 - ? a3-2016 - ? a4-2017 - P268 000 a5-2018 - ? a6-2019 - P280 000 a7-2020 - ? a8-2021 - ?
Answer:
a1-2014- 250,000
a2-2015- 256,000
a3-2016- 262,000
a4-2017- 268,000
a5-2018- 274,000
a6-2019- 280,000
a7-2020- 286,000
a8-2021- 292,000
21. 4. The minimum salary of a laborer per hour as prescribed by law,is an example of?a. variableb. constantc. phrased. expression
Answer:
a. variable
Explanation:
#Carryonlearning
22. Suppose the current annual salary of all teachers in the Philippines have a normal distribution with a mean of P51,000 and a standard deviation of P6,000. Find the probability that the annual salary of a randomly selected teacher would be between 42,000 and 65,000.
Answer:
P(42,000 < x < 65,000) = P(z < (65,000-51,000)/6,000) - P(z < (42,000-51,000)/6,000) = 0.6745 - 0.1587 = 0.5158
23. Supposed salaries at a very large corporation have a mean of 60,000 and standard deviation of 26,000.if 100 employees are randomly selected what is the probability that their average salary exceeds 65,000?
Answer:
0.5753
Step-by-step explanation:
see picture for explanation.
pa brainlest po
24. The average teacher’s salary in Connecticut (ranked first among states) is $57,337. Suppose that the distribution of salaries is normal with a standard deviation of $7500.
The average teachers salary in Connecticut (ranked first among states) is $57,337. Suppose that the distribution of salaries is normal with a standard deviation of $7500. Round intermediate z value calculations to two decimal places and the final answers to four decimal places. What is the probability that a randomly selected teacher makes less than $44,300 per year
25. "SAMPLING DISTRIBUTION OF THE SAMPLE MEAN USING THE CENTRAL LIMIT THEOREM"1. A population has mean and standard deviation of 88 and 20 respectively. If we choose 10 samples, what will be the expected mean and standard deviation of the sampling distribution of sample mean?2. The average salary of teachers in the Philippines is Php25,000 with standard deviation Php12,054.05. If we choose 150 teachers, what would be the average and the standard deviation of their salary?
Answer:
1. To calculate the expected mean and standard deviation of the sampling distribution of sample mean, we can use the following formulas:
Expected Mean = Population Mean = 88
Standard Deviation of Sampling Distribution of Sample Mean = Population Standard Deviation / sqrt(sample size)
= 20 / sqrt(10) = 6.32
Therefore, the expected mean of the sampling distribution of the sample mean is 88, and the standard deviation of the sampling distribution of the sample mean is 6.32.
2. If we choose 150 teachers, the average salary and the standard deviation of their salary can be calculated as follows:
Average Salary = Population Mean = Php25,000
Standard Deviation of Sample = Population Standard Deviation / sqrt(sample size)
= 12,054.05 / sqrt(150) = 988.74
Therefore, the average salary of the 150 teachers is Php25,000, and the standard deviation of their salary is Php988.74.
Answer:
1. Using the Central Limit Theorem, we can assume that the sampling distribution of the sample mean will be approximately normally distributed, regardless of the population distribution, as long as the sample size is sufficiently large.
The expected mean of the sampling distribution of the sample mean can be calculated as the same as the population mean:
Expected mean = population mean = 88
The standard deviation of the sampling distribution of the sample mean can be calculated as:
Standard deviation = population standard deviation / square root of sample size
Standard deviation = 20 / sqrt(10)
Standard deviation = 6.32
Therefore, the expected mean of the sampling distribution of the sample mean is 88, and the standard deviation is 6.32.
2. If the average salary of teachers in the Philippines is Php25,000 with a standard deviation of Php12,054.05, and we choose a sample of 150 teachers, then the sample mean salary can be expected to be normally distributed around the population mean of Php25,000.
The average of the sample mean salary will also be equal to the population mean, which is Php25,000.
The standard deviation of the sample mean salary, also known as the standard error of the mean, can be calculated as:
Standard deviation = population standard deviation / square root of sample size
Standard deviation = 12,054.05 / sqrt(150)
Standard deviation = 987.59
Therefore, the average salary of the 150 teachers can be expected to be Php25,000, with a standard deviation of Php987.59.
Step-by-step explanation:
Correct me if I'm wrong please.
Hope this help!
26. Itinaas nya ang sweldo ng mga kawani ng pamahalaan dahil sa salary standardization (Sinong pangulo?)
Answer:
Benigno "Ninoy" Aquino
27. A study was conducted to determine the average salary of a teacher. With this, 81 teachers were invited as samples.It was known that the mean salary of these sample teachers is P24,000 with a standard deviation P1,000. Construct a90% confidence interval estimate for the average salary of all teachers.Solution:
Answer:
24,000+1.000=250,000 m
Explanation:
ayan po qng sagot
28. Ano ang salary standardization meaning sa Tagalog? Plsss help ;)
Answer:
standardisasyon ng suweldo
Answer:
standardisasyon ng suweldo
Explanation:
yan napo ang meaning
29. 1. Amber started a new job with an annual salary of P250 000 in year 2014. If she receives P6 000 raise each year, how much will her annual salary be in 2015, 2016, 2018, 2020, and 2021?
Answer:
280,000
Step-by-step explanation:
250 000 raise 6 000 per year
6 000 × 5 = 30 000
250 000 + 30 000 = 280 000 pesos
30. Micaella started a new job with an annual salary of P220 000 in year 2014. If she receives P5 000 raise each year, how much will her annual salary be in 2015, 2016, 2018, 2020, and 2021?
Answer:
Micaella even working job with an annual salary of P660,000 in year 2021.
