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STA301 ALL Current Final Term Papers Fall 2016 & Past Final Term Papers at One Place from 25 February 2017 to 08 March 2017

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By Iram Imtaiz 

sta301 final paper
For the given grouped data, compute the MEDIAN value.

Group Frequency
51 – 55 1
56 – 60 7
61 – 65 8
66 - 70 4
Calculate first two moments about mean from the following data.
X= 11,12,14,15,16,18,19
a) From the given binomial probability distribution, , find and .
b) In a binomial distribution, the mean and the variance were found to be np =12.38 and npq =8.64 respectively. Find the two parameters of binomial distribution.
c) A random sample of 8 observations is drawn from a normal distribution with . Suppose that the sample mean is found to be Find 90% confidence interval for . 
d) (Use table value as )
e) Data: 71, 64, 54, 51, 65, 74, 52
f) Use the above data to complete the following stem-and-leaf table. 
Stem Leaf



Define Cartesian product. Construct a Cartesian product for the following two sets A = {a,b} and B = {1,3,5}
A fair coin is tossed 25 times. Applying normal approximation to the binomial distribution, find the mean and variance.
Formulate 90% confidence interval for population variance.
rite down the formula of 78th Percentile.

Friend can you post these question's answer

kia mcqs past paperz sy aye hain

Today's paper of sta301

ok ye to thek hai msqz kuch past files sy aye thy
kia

#Sta301 #final #paper
mcqs 20 ky qareeb aye thy moaaaz sy
aur subjective ma pearson coefficient masy 15 no ky sawal aye thy
possess law ha osmasy bi aya tha?
leaf and stem in tabular form ma show krna tha
quantitative variable ki definition thi?
aik table tha kuch frequency miss thi wo find krni thi .
overall paper easy tha..

moaz ki file share kr dyn 

STA 301.. Duaon m yaad rakhiye ga..

Attachments:

thnks

2 short the prpbability k
coin wale
3 the koi wo h1 n h0 wale jo mje thk se ate koi ni the
wo kr lena ap
n normal distribution ki property
1 stem n leaf wala
2 the mid se 1 regration ke formule se solve krna tha
n 1 tha bised n rendom error ki definition
n 2 the hypothigation se

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