A study about the number of sleeping hours among call center agents is being conducted in abc company. The population shows a normal distribution with a mean of 6.2 hours. Twentt-five employees were subjected to test and results showed a standard deviation of 0.8. What is the probability that the agents sleep less than 6.5 hours?
You play a game with two six-sided dice. If you roll a sum of 8, you win P800 and if you roll a sum of 6, you win P600. However, you lose P500 if you roll anything else. If you continue to play this game, how much do you expect to win lose or win in the game?
a departmental store, one cashier is there to serve the customers. And the customer
pick up their needs by themselves.
The arrival rate is 9 customers for every 5 minutes and
the cashier can serve 10 customers in 5 minutes, Assuming Poison arrival rate and
Exponential distribution for service rate,
find
i)
Avetage number of customers in the sestem
id.) Average time a customer spends in the system.
ili) Average number of customers in the queue or average queue length.
iv.) Average time a customer waits before being
served.
Calculate the solar angle for the day at 10am and 2pm individually for the location of
21.23 south latitude on the 18th march 1993 (Assume it is non leap year)
Identify the claim: A researcher reports that the average salary of a teacher is less than ₱20,000. A sample of 55 nurses has a mean salary of ₱19,500. At α = 0.05, test the claim that a nurse earn less than ₱20,000 a month. The standard deviation of the population is ₱2,900.
Characterization of elements according to periodic table
Example., P-phosphorus, period-5, group-15 or Va; atomic number Z=15, number of protons P=15, number of electrons e=15; relative atomic mass Ar=31; nonmetal
explain the effect of the tax has on consumer surplus and producer surplus
A population consist of the values 1 4 3 2 with sample size 2 sampling distribution
1 A random sample of size 70 was used with a population standard deviation. of 15. Assuming that there is a 92% confidence level, what is the margin of error?
n =
σ=
Za/2 =
formula to be used:
solution:
2. Compute for the appropriate sample size needed if the margin of error is 15, with a population standard deviation of 43 and a 98% level of confidence.
E =
σ =
Za/2 =
formula to be used:
solution: