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Mathematics Project on Male Female Ratio

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Male Female Ratio

Objective

To investigate by how much and how has the male female ratio changed over the generations? What is the estimated Male Female ratio for the next generation taking in account the last 3 generations?

Description

Contacted 5 persons by visiting their place or talking over phone and collected information about number of males and females in their last three generations
DATA TAKEN ON PHONE

(i) Generation I

No. of males=11 No. of females=15

(ii) Generation  2

No. of males=5 No. of females=5

(iii) Generation  3

1, SUNIL SINGLA(ANYNAME)

No. of males=1 No. of females=1

DA TA TAKEN BY VISITING HIS HOUSE

(I) Generation I No. of males=7  No. of females=12

(ii) Generation 2 No. of males=3 No. of females=2

(iii) Generation 3 No. of males=2 No. of females=1

IE

(i)Generation I No. of males=11 No. of females=2

(ii)Generation II No. of males=4 No. of females=5

(iii)Generation III No. of males=3 No.of females=0

ENERATION 1

ENERATION

(i) Generation I

No. of males=4 No. of females=5

(ii) Generation 2

No.of males=5 No. of females=3

(iii) Generation 3

No. of males=1 No. of females=1

(i) Generation I

No. of males=12 No. of females=9

(ii) Generation 2

No. of males=5                                         No. of females=7

(iii) Generation 3

No. of males=1 No. of females=2

ENERATION 1

Males

i females

j

NO. OF MALES=45 NO. OF FEMALES=43

Probability of males=45/88

=0.51

Probability of females=43/88

=0.48

NO. OF MALES=22               NO. OF FEMALES=22

Probability of males=22/44

=0.5

Probability of females=22/44

=0.50

NO. OF MALES=8 NO. OF FEMALES=5

Probability of males=8/13

=0.62

Probability of females=5/13

=0.37

PROBABILITY OF MALES=0.62+0.05

=0.67

PROBABILITY OF FEMALES=0.37-0.04

=0.33

NOTE:

THIS IS THE ESTIMATED PROBABILITY ACCORDING TO EARLIER GENERATION BUT ACTUALLY THE PROBABILITY OF MALES AND FEMALES IS EXPECTED TO BE EQUAL AFTER FEW YEARS.

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