Date post: | 20-Jan-2015 |
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Hero Motocorp Ltd.
For the Hero within
Introduction
• Hero MotoCorp is more than a national brand• World’s largest two wheeler manufacturing
company• Wider choice of globally-benchmarked
products at competitive prices
Research
• Tools: – Primary data: Questionnaire
(Data collected outside the college.) Sample Size: 50 nos– Secondary data: Annual reports of the company from website of company.
Questionnaire1. Which bike you like the most? (a) Bajaj (b)TVS (c)Hero Motocorp (d) Yamaha (e) Others_______ 2. Which bike of Hero Motocorp you like the most? (a) CD Dawn (b) Splendor (c) Passion (d) Karizma (e) Others_______ 3. Do you own a Hero Motocorp Bike?(a) Yes (b) No4. If yes Which Hero Motocorp Bike? ________________________________________________________5. Why you brought Hero Motocorp Bike?Utility Vehicle (b) Status Symbol (c) Style 6. What ranking you would give to following features of Hero Motocorp bike? Fuel Consumption Engine Capacity Average Mileage7. Rate the Hero Motocorp bike on the level of satisfaction?Highly Satisfactory 1 ___2____3____4____5 Highly unsatisfactory8. How much you spend on servicing of Hero Motocorp Bike0-1000 (b)1000 -2000 (c) 2000-3000 (d) 3000-40009. Do you have faith on Hero Motocorp Brand(a)Yes (b) No
Share Holding Pattern
Share Holding pattern
%ge 360o
Promoters 52.21 187.95
MF 1.15 4.14
FI/ Banks 0.12 0.43
Insurance co 3.89 14.00
FII 32.79 118.04
Corporate Bodies 1.91 6.87
Indian Public 7.16 25.77
Others 0.77 2.77
52%
1%0%4%
33%
2% 7% 1%
PromotersMFFI/ BanksInsurance coFIICorporate BodiesIndian PublicOthers
Source: Annual Report 2010-2011
Mean
• Mean is the mathematical average of set of numbers. The average is calculated by adding up two or more scores and dividing the total by the number of scores.
• Advantages: Finds the most accurate average of the set of numbers.
• Disadvantages: Outliers can change the mean a lot..Making it much lower/higher than it should be
MeanAge Group Number (f) Mid-point(x) Fx
20-24 28 22 616
24-28 10 26 260
28-32 8 30 240
32-36 4 34 136
50 1252
Mean is 25.04 Which Means data is collected from persons of average age of 25 Yrs.
X=Σfx n
Geometric MeanYear Return on
Average Capital Employed
At Base of 100
Logx
2013-2012 62.3% 162.3 2.2103
2012-2011 76.4% 176.4 2.2465
2011-2010 50.9% 150.9 2.1786
2010-2009 49% 149 2.1732
2009-2008 51.6% 151.6 2.1807
10.9893
Elogx = 10.9893/5 = 2.1979GM = Antilog(Elogx) = Antilog(2.1979)GM = 157.7 = 57.7%
Mode
• Mode is defined as the value which occurs maximum number of times i.e. having maximum frequency.
• Advantages: Allows you to see what value happened the most in a set of data. This can help you to figure out things in a different way. It is also quick and easy.
•Disadvantages: Could be very far from the actual middle of the data. The least reliable way to find the middle or average of the data.
ModeWhich bike you like the most f
Bajaj 10
TVS 7
Hero Motocorp 18
Yamaha 13
Others 2
Mode is a value which occurs maximum number of times that is having maximum frequency
Here we can see Hero Motocorp has maximum frequency of 18 which means Hero Motocorp bikes are used most amongst samples collected
Which bike of Motocorp you like the most?
CD Dawn Splendor Passion Karizma Others0
5
10
15
20
25
From bar diagram we can conclude that Splendor is most liked bike of Hero motocorp
Median
• Median is the measure of central tendency which appears in the middle of an ordered sequence of values. I.e. half of the observations in a set of data are lower than it and half of the observations are greater than it.
• Advantage: Finds the middle number of a set of data, so outliers have little or no effect.
• Disadvantage: If the gap between some numbers is large, while it is small between other numbers in the data, this can cause the median to be a very inaccurate way to find the middle of a set of values.
Median Price range
fcf
0-1000 05 05
1000-2000 26 31
2000-3000 15 46
3000-4000 04 50
Median class lies between 1000-2000
Median = L+ n/2 - (P.C.F) x i f
= 1000 + 25- 5 x 1000 26=1000+ 0.7692x1000=1769.20
It means positional average is 1769.20
Standard Deviation
• Standard deviation is by far the most important and widely used measure of studying variation.It shows how much variation or dispersion there is from the average (mean, or expected value). A low standard deviation indicates that the data points tend to be very close to the mean, whereas high standard deviation indicates that the data points are spread out over a large range of values. It significance lies in the fact that it is free from defects which earlier method suffered and satisfies most of the properties of a good measure of variation.
Standard DeviationYears Profit After
Tax x-x (x –x)2
2013-12 9.9 -0.56 0.312012-11 14.1 3.64 13.252011-10 10.4 -0.06 0.002010-09 9.3 -1.16 1.352009-08 8.6 -1.86 3.46total 52.3 18.37
SD = E(X-X)2
n
SD = 18.37/5
SD = 1.92
Correlation• If 2 quartiles vary in such a way that movement in one is
accompanied by the movement in other, these quantities are said to be co-related.
• For e.g. there exists some co-relation between family income and expenditure on luxury items or the price of commodity and the demand. The statistical tool with the help of which relations between these variables is studied is called as co-relation.
• If one variable is increasing and other on an average is also increasing or if one variable is decreasing and the other on an average is also decreasing co-relation is said to be positive.
• On the other hand if the variables are varying in the opposite directions i.e. if one variable is increasing and the other is decreasing or vice-versa co-relation is said to be negative.
Correlation
• Correlation between Advertising Expenses & Sales.
Sales(x)in (000’s)
Advt (y) x(x-a) y(y-a) x2 y2 x.y
5402 382.6 1680 133 2822400 17689 223440
4600 364.97 878 115.37 770884 13310.24 101294.9
3722 249.6 0 0 0 0 0
3337 221.78 -385 -27.82 148225 773.9524 10710.7
3336 241.43 -386 -8.17 148996 66.7489 3153.62
1787 212.38 3890505 31839.94 338599.2
FORMULAE:
Correlation = ExyEx.Ey
Correlation = 0.96
Scatter Diagram
3000000 3500000 4000000 4500000 5000000 5500000 60000000
50
100
150
200
250
300
350
400
450
Strongly Positive
Regression
• Regression analysis is described as explanation of unknown value of a variable with the help of known value of another variable
• There are two lines of regression• (1) y on x (2) x on y
Regression Sales(x) (in 000’s)
R&D (y) (in Crores)
x2 y2 Xy
2010-11 5402 32.15(2008-09) 29181604
1033.6225 173674.3
2009-10 4600 30.31(2007-08) 21160000
918.6961 139426
2008-09 3722 32.30(2006-07) 13853284
1043.29 120220.6
13724 94.76 64194888
2995.6086 433320.9
X = 13724/3 = 4574.66Y = 94.76/3 = 31.59
bxy = Exy/n –x y Ex2/n – x2
byx = Exy/n –x y Ey2/n – y2
bxy = 433320.9/5 - 144513.5094 64194888/5 - 20927514.12 = 0.0071byx = 433320.9/5 - 144513.5094 2995.6086/5 – 997.9281 =145.06
y on xy –y = byx(x-x)y= 145.06(x-4574.66)+31.59y = 145.06x-663568.59
x on yx-x = bxy(y-y) x = 0.0071(y-31.59)+4574.66x = 0.0071y +4574.44
HYPOTHESIS
Sampling distribution:
A probabilty of all possible means of samples is a distribution of sample mean . Satisically called as sampling distribution of means.
• H0: MtH0 = buy hero motorcop product
• H0: MtH0 buy hero motorcop product
where ,
Mean of sample (x) = 25.04
S.D = 1.92
No. of sample size (n)= 50 M =
Thank You