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Esercizi di matematica per esercitarsi
Typology: Exercises
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somme e differenze 1 1 2 +
1
2 1 5 +
3
3 17 8 −^
1
4 78 11 −^
5
5 12 7 −^
3 7
3 5
4 3
6 21 5 −^
14 5
17 2
1 2
(^7 8) − 2 7
54 7 4 +
22 5 4 −^
11 3
(^8) 2 +^8 9
26 9 7 −^
7 3 8 −^
6 5
(^9 7) − 7 6
35 6 8 −^
13 2
1 6
10 17 2 −^ 6;^
5 2 5 +
17 3 4 −^
1 3
6
12 3 2 +
7 2
9 5
2 3
13 11 6 −^
7 5
2 3
14 6 5 +
17 15
3 7
2 7
(^15) 1 +^29 12 −^
23 12
19 10 3 −^
21 8
(^16) 4 +^1 5 −^
11 3 5 −^
13 4 2 −^
181 100
(^17) 1,5 − 1 2 + 0, 3
43 10
37 36
33 40
19 7 6 − �
77 72
moltiplicazioni
20 1 4 ×
5 28
8 15
1 6
21 5 3 ×
5 4
4 3
1 9
22 7 9 ×
2 9
23 49 15 ×
3
1 18
25 33 51 ×
1 3
26 8 90 ×
1 5
27 3 5 ×
1
2 5
(^29) �^7 6 −^
3 4
(^30) �^5 8 +
17 40
(^31) �^5 6 −^
1 75
(^32) �^5 6 −^
2 3
(^33) � 1 12 +
7 8
(^34) �^5 3 +
55 2
(^35) � 5 18
5 8
(^36) � 8 25 −^
11 6
(^37) 0,8 − 4 7 ×^ �
1 6
(^38) �^24 7 −^1 −^
potenze di frazioni
(^57) �^1 3 �
(^2 ) 9 �
(^2 ) 9 �
0 1
(^3 ) 27 �
(^4 ) 16 �
(^2 ) 16
(^59) �^1 2
2
(^2 ) 36 �
(^2 ) 36 �^1 −^
(^3 ) 27
(^60) �^2 3 −^
(^2 ) 225 �
(^3 ) 729 �
2 − �
(^2 ) 100
(^61) � 2 − 1 2
(^3 ) 8 �^5 −^
(^2 ) 4 �
2 − �
(^3 ) 8
(^62) �^1 2 �
2 − �
(^2 ) 36 2
(^3 ) 8 2
0 8
6 : �
(^3 ) 343 �
3 ∙ �
(^3 ) 125 �
0 ∙ �
(^3 ) 343
(^64) �^1 2 �
5 ∙ �
2 : �
(^2 ) 32 ��
2 �
(^3 ) 66 �
2 ∙ �
3 �
(^5 ) 230
esercizi di riepilogo
(^65) ��^5 2 +^ �
3 190
13 10
1
7
41 42
23 12
7 5
2 :
2 � : �
2 − �
(^2 ) 15
2 ∙ ��
2 � (^87)
2 ∙ �
7 60
75
8 9
1 4
77
2 : 125
�^19 + 154 ∙ 108 �
2 : �^23 �
3
5 8
2 ��
3 ∙ �
0 : �
(^2 ) 25
2 ∙ 5 + �
4 : �
4
2 ∙ �
2 − 11:
2
(^2 ) 40
3 : �
3 �
4 ∙ � 3 −
12 � : � 2 −
10
5 : �
5 � : �
(^5 ) 9
4 : �
4 � ∙ ��
4 : � 1 −
4 � ∙ �� 5 −
4 30
4 �
2 : ��
3 �
2 ∙ ���
4 �
3 : ��
2 �
6 � ∙ �
(^0 ) 49
2
4 ∙ �
3 � : ��
2 ∙ �
3 � : ��
2 −
25 9
3 : �
2 � ∙ ��
7 : �
6 � ∙ ��
7 : �
7 ∙ �
5 � ∙ �
0 �^23 �
12
2 �
3 �
4 : ��
6 �
2 ∙ ���
2 �
3 �
2 : ��
2 ∙ �
4 ∙ �
6 � 212
2 : �
2 : � 1 −
2 −
2 � (^65)