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 The shelf life of a particular dairy product is normally distributed with a mean of 12 days and a standard deviation of 3 days. a) About what percent of the products last between 10 and 12 days


Suppose x is a normally distrubuted random variable with a mean of 30 and standard deviation of 8. Find a value X0 of the random varible of such that. P(x>(Equal too) X)=0.5
Describe the components necessary to explain a distribution.
Suppose you have a population 1, 2, 3, 4, 5, 6 i. Suppose that a sample of 2 values is taken, what is the possible total number of samples? ii. What is the sample mean? iii. Obtain the standard error. What is its statistical implication? iv. Determine the percentage relative standard error v. Calculate the coefficient of variation. What is its statistical implication?

For a Normal distribution with mean, μ

=

2

μ=2

, and standard deviation, σ

=

4

σ=4

,


10% of observations have a value less than  Round to 4 decimal places.


10% of observations have a value greater than  Round to 4 decimal places.


A box of 12 tins of tuna contains 6 which are tainted, suppose 7 tins are opened for inspection, find the probability that (a) exactly 3 of them are tainted, (b) at least 5 of them are tainted, (c) at most 3 of them are tainted


A bag contains a $100 bill and two $20 bills. A second bag contains 1 gold marble and 2 silver marbles. You get to pick one bill out of the first bag. After this, you get to pick a marble out of the second bag. If you get the gold marble, you get to triple the amount of money you pulled from the first bag. If you get a silver marble, you get to double the amount of money you picked from the first bag. Build a probability model for all different amounts of money that you might win.


in a locality of 18000 families a sample of 840 families was selected, of these 840 families, 206 families were found to have a monthly income of 7000 or less. It is desired to estimate how many out of the 18000 families have a monthly income of 3000 or less. Within what limits would you place your estimates


Based on a survey, the mean weekly allowance of the Grade 11 students of XYZ

University is Php750.00 with a standard deviation of Php100.00. Assuming that

the weekly allowance is normally distributed, what is the z-score of a student with

a weekly allowance of:

a. Php950.00

b. Php600.00


A

utomatic filling machines A

is

used to fill tea in 500 g cartoons. A random

sample of 100 cartoons on each machine showed the following


Tea contents (in g)

Machine A

485

-

490

12

490

-

495

18

495

-

500

20

500

-

505

22

505

-

510

24

510

-

515

4


Determine average fill of

Tea by

machine A

. Also, find the median and mode of

fill of

Tea by

machine A

.



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