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2615 # MANONMANIANM SUNDARANAR UNIVERSITY AG4/CT1- GEOSTATISTICS

## 10 Jan MANONMANIANM SUNDARANAR UNIVERSITY AG4/CT1- GEOSTATISTICS

MANONMANIANM SUNDARANAR UNIVERSITY
AG4/CT1- GEOSTATISTICS
Time: 1 hr Max.Marks 25

Section-A
1a Lengths (in mm) of long axes of cobbles collected from a mountain tributary of Thamirabarani Ar are listed below. 325, 485, 456, 456, 438, 455, 338, 369, 389, 365, 351, 350. Now estimate the mean. Also write the general formula for estimating the sum. (3)

1b For the data in 1a, calculate the sum of deviations from the mean, which is Σ x – ¯x . Do not drop the sign of the values. Estimate and write down the sum of positive deviations as well as that of the negative deviations. (3)

1c.Also estimate sum of squares of deviations of the mean, with the formula
Σ (x – ¯x)2. (3)

2. Graph and correctly label to demonstrate positive and negative correlations
(2)
Section- B
3. Class mid points of the cobble lengths along with the frequencies are given in the table below. In a graph paper plot the following data set and draw a frequency curve. .

X (cm) Y (f)
5 20
10 30
15 40
20 50
25 60
30 55
35 50
40 45
45 40

Correctly plot the mode and median in the graph. . (5)

5. Write FORTRAN IV codes for the following (5)
a c = product of a and b; c = sum of a and b; c = difference between a and b
b. a statement that will allow reading values of a and b using a format
c. Examples of constants and variables.
d. Examples of Floating points and Integers
e. Arithmetic operators in FORTRAN IV

5 Illustrate matrices 2 rows and 3 columns and 3 rows and 3 columns (5)

Section- C