The document outlines the summation of all odd numbers starting from 1, providing examples of summing consecutive odd numbers up to 50 and 100. It explains how to determine the count of odd numbers in the series and illustrates the process of squaring this count to achieve the final results of 625 and 2500, respectively. These calculations are attributed to Dr. Ganesh Visavale, founder of iMentor Education.

1. iMentor
iMentor
SUMMATION OF ALL ODD NUMBERS STARTING FROM 1
Dr. Ganesh Visavale
Founder
iMentor Education
February 20, 2019
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 1 / 4

2. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

3. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

4. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

5. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
2 Square the above number
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

6. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
2 Square the above number
∴ 25 × 25 =
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

7. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
2 Square the above number
∴ 25 × 25 = 625
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

8. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
2 Square the above number
∴ 25 × 25 = 625 ANSWER = 625
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

9. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 01: 1 + 3 + 5 ... + 50
1 Find the amount of odd numbers in the series
Here: there are 25 odd numbers between 1 and 50
2 Square the above number
∴ 25 × 25 = 625 ANSWER = 625
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 2 / 4

10. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

11. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

12. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

13. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
2 Square the above number
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

14. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
2 Square the above number
∴ 50 × 50 =
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

15. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
2 Square the above number
∴ 50 × 50 = 2500
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

16. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
2 Square the above number
∴ 50 × 50 = 2500 ANSWER = 2500
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

17. iMentor
iMentor
Summation of Consecutive Odd Numbers from 1
Example 02: 1 + 3 + 5 ... + 100
1 Find the amount of odd numbers in the series
Here: there are 50 odd numbers between 1 and 100
2 Square the above number
∴ 50 × 50 = 2500 ANSWER = 2500
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 3 / 4

18. iMentor
iMentor
Thanks!
iMentor Education
Dr. Ganesh Visavale SUMMATION OF ALL ODD NUMBERS STARTING FROM 1 4 / 4