🧠 Double-Digit + Single-Digit Addition Practice (End Numbers Focus)

Double-Digit + Single-Digit Addition Practice

1. 23 + 7 =

2. 45 + 6 =

3. 19 + 5 =

4. 87 + 3 =

5. 62 + 8 =

6. 34 + 9 =

7. 56 + 7 =

8. 78 + 6 =

9. 91 + 9 =

10. 49 + 3 =

11. 83 + 8 =

12. 65 + 7 =

13. 28 + 9 =

14. 31 + 8 =

15. 73 + 9 =

16. 59 + 5 =

17. 92 + 8 =

18. 64 + 9 =

19. 46 + 7 =

20. 38 + 6 =

21. 21 + 9 =

22. 74 + 8 =

23. 39 + 5 =

24. 50 + 7 =

25. 77 + 4 =

26. 82 + 6 =

27. 63 + 9 =

28. 58 + 5 =

29. 35 + 8 =

30. 44 + 9 =

31. 90 + 3 =

32. 69 + 4 =

33. 61 + 7 =

34. 25 + 6 =

35. 48 + 9 =

36. 36 + 8 =

37. 41 + 9 =

38. 84 + 7 =

39. 57 + 5 =

40. 26 + 8 =

41. 32 + 9 =

42. 67 + 6 =

43. 40 + 9 =

44. 53 + 7 =

45. 79 + 8 =

46. 47 + 6 =

47. 66 + 9 =

48. 70 + 5 =

49. 37 + 8 =

50. 60 + 9 =

✅ Answers:

No.	Question	Total	End Number
1	23 + 7	30	0
2	45 + 6	51	1
3	19 + 5	24	4
4	87 + 3	90	0
5	62 + 8	70	0
6	34 + 9	43	3
7	56 + 7	63	3
8	78 + 6	84	4
9	91 + 9	100	0
10	49 + 3	52	2
11	83 + 8	91	1
12	65 + 7	72	2
13	28 + 9	37	7
14	31 + 8	39	9
15	73 + 9	82	2
16	59 + 5	64	4
17	92 + 8	100	0
18	64 + 9	73	3
19	46 + 7	53	3
20	38 + 6	44	4
21	21 + 9	30	0
22	74 + 8	82	2
23	39 + 5	44	4
24	50 + 7	57	7
25	77 + 4	81	1
26	82 + 6	88	8
27	63 + 9	72	2
28	58 + 5	63	3
29	35 + 8	43	3
30	44 + 9	53	3
31	90 + 3	93	3
32	69 + 4	73	3
33	61 + 7	68	8
34	25 + 6	31	1
35	48 + 9	57	7
36	36 + 8	44	4
37	41 + 9	50	0
38	84 + 7	91	1
39	57 + 5	62	2
40	26 + 8	34	4
41	32 + 9	41	1
42	67 + 6	73	3
43	40 + 9	49	9
44	53 + 7	60	0
45	79 + 8	87	7
46	47 + 6	53	3
47	66 + 9	75	5
48	70 + 5	75	5
49	37 + 8	45	5
50	60 + 9	69	9

🔢 Unlocking the Power of End Numbers in Vedic Maths Additions!

END NUMBERS

Vedic Math is all about speed, accuracy, and mental clarity. One of the most exciting tools in this system is the "End Numbers" technique—a simple concept with powerful results!

✨ What Are End Numbers?

When you add two single-digit numbers, the End Number is the rightmost digit of the sum — the digit that stays after carrying over. It helps you quickly focus on what goes into your answer and what gets carried forward in large number additions.

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🧮 Why Are End Numbers Important?

✅ 1. Boosts Mental Addition Speed
With practice, you'll recognize combinations and their end numbers instantly, reducing the need to work step-by-step!

✅ 2. Improves Accuracy
You won’t miss carries anymore. Knowing the end number and the carry keeps everything neat and correct.

✅ 3. Builds a Strong Foundation
This concept prepares students for fast multi-digit additions, especially useful in competitive exams.

🔢 End Numbers Practice Exercises

🧮 Set 1: Basic Single-Digit Addition (No Carry or 1 Carry)

1.  2 + 3 = ___

2.  4 + 5 = ___

3.  6 + 2 = ___

4.  7 + 3 = ___

5.  1 + 8 = ___

6.  9 + 0 = ___

7.  3 + 4 = ___

8.  5 + 6 = ___

9.  7 + 2 = ___

10.  8 + 1 = ___

ANSWERS

S.No	Combination	Total	Carry	End Number
1	2 + 3	5	0	5
2	4 + 5	9	0	9
3	6 + 2	8	0	8
4	7 + 3	10	1	0
5	1 + 8	9	0	9
6	9 + 0	9	0	9
7	3 + 4	7	0	7
8	5 + 6	11	1	1
9	7 + 2	9	0	9
10	8 + 1	9	0	9

🧠 Set 2: Carry Practice (Sum > 9)

11. 7 + 5 = ___

12. 8 + 6 = ___

13. 9 + 3 = ___

14. 6 + 7 = ___

15. 4 + 9 = ___

16. 8 + 5 = ___

17. 9 + 6 = ___

18. 7 + 8 = ___

19. 5 + 9 = ___

20. 6 + 9 = ___

ANSWERS

S.No	Combination	Total	Carry	End Number
11	7 + 5	12	1	2
12	8 + 6	14	1	4
13	9 + 3	12	1	2
14	6 + 7	13	1	3
15	4 + 9	13	1	3
16	8 + 5	13	1	3
17	9 + 6	15	1	5
18	7 + 8	15	1	5
19	5 + 9	14	1	4
20	6 + 9	15	1	5

🔁 Set 3: Random Practice (Mixed)

21. 3 + 7 = ___

22. 1 + 4 = ___

23. 2 + 8 = ___

24. 9 + 2 = ___

25. 5 + 3 = ___

26. 6 + 4 = ___

27. 0 + 9 = ___

28. 7 + 1 = ___

29. 3 + 6 = ___

30. 8 + 2 = ___

ANSWERS

S.No	Combination	Total	Carry	End Number
21	3 + 7	10	1	0
22	1 + 4	5	0	5
23	2 + 8	10	1	0
24	9 + 2	11	1	1
25	5 + 3	8	0	8
26	6 + 4	10	1	0
27	0 + 9	9	0	9
28	7 + 1	8	0	8
29	3 + 6	9	0	9
30	8 + 2	10	1	0

🎯 Set 4: Match the Following (End Number Matching)

Combination	Match End Number
5 + 7	a. 1
4 + 6	b. 0
9 + 2	c. 2
8 + 5	d. 3
6 + 8	e. 4

ANSWERS

Combination	Total	End Number	Answer
5 + 7	12	2	c
4 + 6	10	0	b
9 + 2	11	1	a
8 + 5	13	3	d
6 + 8	14	4	e

✅ Correct Matches:

• 5 + 7 → 12 → 2 ✅

• 4 + 6 → 10 → 0 ✅

• 9 + 2 → 11 → 1 ✅

• 8 + 5 → 13 → 3 ✅

• 6 + 8 → 14 → 4 ✅

🧩 Set 5: Find the Missing Number

📝 Find the missing number that gives the End Number shown.

1. __ + 6 = Total with End Number 2

2. 7 + __ = Total with End Number 4

3. __ + 9 = Total with End Number 5

4. 5 + __ = Total with End Number 0

5. __ + 8 = Total with End Number 3

➡️ Answers:

1. 6

2. 7

3. 6

4. 5

5. 5

"Unlocking the Magic of Vedic Maths: Fast, Fun & Powerful!"

 

WELCOME TO 

KRK VEDIC MATHS

"Where Magic Meets Maths!"

Introduction

Mathematics has often been viewed as a challenging subject, but what if there were a way to make it easy and enjoyable? Welcome to the world of Vedic Maths! This ancient Indian system of calculation is renowned for its simplicity, speed, and elegance. Whether you're a student, teacher, or parent, Vedic Maths opens up a whole new way of looking at numbers.

History & Origin

Vedic Mathematics is derived from the ancient Indian scriptures known as the Vedas, specifically the "Atharva Veda." It was rediscovered in the early 20th century by Swami Bharati Krishna Tirthaji, a scholar and mathematician who compiled 16 Sutras (formulas) and 13 sub-sutras that form the foundation of Vedic Maths. His work has revolutionized the way we approach arithmetic and algebra.

Benefits of Vedic Maths

✅ Speed and Accuracy: Solve complex problems in seconds.

✅ Boosts Mental Calculation: Enhances concentration and sharpens the brain. 

✅ Reduces Math Phobia: Builds confidence and a positive attitude toward maths.

✅ Applicable in Competitive Exams: Speeds up calculations in exams like SSC, Banking, and UPSC.

Key Techniques & Sutras

1. Nikhilam Sutra (All from 9 and the last from 10)

   • Used for fast subtraction and multiplication of numbers near base values like 10, 100, etc.

   • Example: 98 x 97 can be done in seconds!

2. Urdhva Tiryagbhyam (Vertically and Crosswise)

   • General multiplication technique.

   • Example: Multiply 23 × 14 quickly without traditional steps.

3. Ekadhikena Purvena (By one more than the previous one)

   • Used in division and finding squares of numbers ending in 5.

   • Example: 75² = (7 × 8) | 25 = 5625

Who Should Learn It?

• 🧒 Students (Class 3 to 12): Improves math foundation and exam scores.

• 👨‍🏫 Teachers: Add creativity and speed to your math classes.

• 👩‍👦 Parents: Support your child’s learning and make math fun at home.

• 🎯 Competitive Exam Aspirants: Save time and gain accuracy in timed tests.

Success Stories

Many students across India have broken calculation records and won math competitions using Vedic Maths. As a Vedic Maths trainer, I’ve seen students overcome math fear and excel academically with these techniques. One student even attempted a world record for mental multiplication—using nothing but Vedic tricks!

How to Get Started

• We are offering a VEDIC MATHS COURSE! Contact 9492321089 for more information about the course!

• 📚 Read books like "Vedic Mathematics" by Swami Bharati Krishna Tirthaji

• 💻 Enroll in online or offline courses

• 📝 Practice daily with simple exercises and timed challenges

Conclusion

Vedic Maths is not just about speed — it's about unlocking the genius within. Whether you're solving school math problems or facing competitive exams, these techniques can truly transform the way you think about numbers. Join the Vedic Maths revolution today and experience the power of your own mind!

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Stay connected for more tips, practice sheets, and training programs. Math is no longer hard—it’s Vedic!

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