MTH302 Final Term Past Papers 2018

Rana Abubakar Khan

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Join FB group for VU help · MTH302 FINAL PAPER 2018 SPRING SEP-16 · 52 total questions….40 mcqs, 12 short questions

The scores on a placement test have a mound-shaped distribution with mean 400 and standard deviation 45.

Q1. What percentage of people taking this exam will have scores of 310 or greater?

Q2. What percentage of the people taking this test will have scores between 445 and 490?

(The table value of Z at 1=0.3413, Z at 2=0.4772)

Arrange the following set of data in ascending order and write down the frequency table showing the frequency of each term in front of it 9,10,9,8,7,5,3,9,8,8,7,5,5,5,5,3,2,2,3,1,1,2,3,3,2,1,6,7,8,3

The estimated regression line of Y on X is Y = a +b X, it passes through two points A(3,5) and B(0,0).Find the value of a and b.

A random variable X is normally distributed with µ = 50 and = 25. Find the probability that it will be smaller than 57.

(Where the value of Z at 1.40 = 0.4192.)

In an insurance company 70% policies have no claim. In 20% cases Claim is Rs 4000 For the remaining 10% the Claim is Rs40000 What is the expected value of claim per policy?(Using probability distribution.) To calculate the intercept of the regression line we use equation where slope of the line is 0.5. Determine whether y intercept is positive or negative.

X Y

Find mean using the empirical relationship if Median=11.67, Mode=15

Let the random variable Z have the standard normal distribution. Find P (0.6≤Z≤1.67) .

(Where the value of Z at 1.67 = 0.4525 and value of Z at 0.6 = 0.2257.)

Find the range for the following set of tempreatures. 31,26,15,43,19,27,22,12,36,33,30,24,20

What will be the intercept of the regression line “Y =a + bX” if = 3, = 9 and b = 2?

The police line up 10 people in an identity parade; only one of the people is the criminal. A witness does not recognize the criminal and so chooses a person at random. What is the probability that: (a) The criminal is chosen (b) The criminal is not chosen

MTH 302 KA Papr 80 marks ka ta, total qustn 52

40mcq's , and 12 qustns 2,3 &5 marks ka

mostly end wla leactures m sa ta porobility &normal...

& rang ,median r mode find krna ta 2 qustns ta,standard deveratn find krna ta data dea hoa ta. & cost find krni ti ak qustn m 420 sold price ti pen ti jo 140% ta & find aski cost price krni ti..... Y a bX

X Y

& correlation coefficient compute krna ta ik dta ta · where · X = 5 6 8 10 · Y = 6 7 9 5

on February 26, 2017 at 8:54am

best of luck

MTH 302

1. Probability
2. Poisson distribution

share ur papers plz

i gave my MTH302 today it was really very easy some questions were;

1. write the formula for seasonal variance

Q2. what is the difference between normal distribution, poisson distribution and binomial distribution?

3. find mean, median, mode and range of 1,2,3,3,5
4. what is the formula for empirical relationship between mean,median and mode (mean-mode=3(mean- median))
5. MCQz

-order of matrices (rowx column) -probability should be (from 0 to 1) -2-3 were about selling price, cost price, mark up and mark down -in symmetrical distribution (mean=median=mode) GOOD LUCK