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Worksheet Solutions: Addition and Subtraction -1 | Abacus - Class 1 PDF Download

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 Page 1


Abacus Worksheet
Q: 1
92
72
 
Q: 2
72
34
 
Q: 3
02
21
 
Q: 4
95
40
 
Q: 5
64
54
 
Q: 6
16
09
 
Q: 7
40
90
 
Q: 8
10
69
 
Q: 9
86
90
 
Q: 10
35
62
 
Q: 11
82
36
 
Q: 12
09
73
 
Q: 13
71
77
 
Q: 14
01
15
 
Q: 15
18
86
 
Q: 16
70
56
 
Q: 17
70
49
 
Q: 18
98
22
 
Q: 19
98
35
 
Q: 20
17
50
 
Q: 21
08
-85
 
Q: 22
78
-15
 
Q: 23
87
-71
 
Q: 24
09
10
 
Q: 25
51
22
 
Page 2


Abacus Worksheet
Q: 1
92
72
 
Q: 2
72
34
 
Q: 3
02
21
 
Q: 4
95
40
 
Q: 5
64
54
 
Q: 6
16
09
 
Q: 7
40
90
 
Q: 8
10
69
 
Q: 9
86
90
 
Q: 10
35
62
 
Q: 11
82
36
 
Q: 12
09
73
 
Q: 13
71
77
 
Q: 14
01
15
 
Q: 15
18
86
 
Q: 16
70
56
 
Q: 17
70
49
 
Q: 18
98
22
 
Q: 19
98
35
 
Q: 20
17
50
 
Q: 21
08
-85
 
Q: 22
78
-15
 
Q: 23
87
-71
 
Q: 24
09
10
 
Q: 25
51
22
 
Answer Key
1
164
2
106
3
23
4
135
5
118
6
25
7
130
8
79
9
176
10
97
11
118
12
82
13
148
14
16
15
104
16
126
17
119
18
120
19
133
20
67
21
-77
22
63
23
16
24
19
25
73
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FAQs on Worksheet Solutions: Addition and Subtraction -1 - Abacus - Class 1

1. What are some effective strategies for teaching addition and subtraction to young learners?
Ans. Effective strategies include using visual aids like counters or number lines, incorporating games that involve addition and subtraction, and using real-life scenarios for practice. Additionally, breaking down problems into smaller, manageable steps can help students understand the concepts better.
2. How can I help my child practice addition and subtraction at home?
Ans. You can create fun worksheets, use everyday situations like shopping to practice adding and subtracting, and play educational games that focus on these skills. Online resources and apps designed for math practice can also be very helpful.
3. What are common mistakes students make in addition and subtraction?
Ans. Common mistakes include misplacing digits, forgetting to carry over in addition, or borrowing incorrectly in subtraction. Students may also confuse the order of operations, especially when multiple steps are involved.
4. How can I explain the concept of borrowing in subtraction?
Ans. You can explain borrowing by using a visual model, such as base ten blocks, to show why we need to take from the next column. Demonstrating through examples, like subtracting 27 from 53, can help clarify the process of borrowing in a step-by-step manner.
5. Why is understanding addition and subtraction important for future math skills?
Ans. Understanding addition and subtraction lays the foundation for more advanced math concepts such as multiplication, division, and algebra. Mastery of these basic operations builds confidence and problem-solving skills that are essential for success in mathematics.
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