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Total questions: 28
Worksheet time: 41mins
−3+5
(a)
−9−2
(a)
+4−7
(a)
−1+(−2)
(a)
+14÷(−2)
(a)
−6+6
(a)
−9÷(−3)
(a)
−25+5
(a)
+140÷(+7)÷(−1)
(a)
63÷(−9)
(a)
100÷(−2)÷(−5)
(a)
−1−2+3
(a)
−2⋅(−4)−8
(a)
−2+8÷(−2)
(a)
−10−(−30)⋅(+1)
(a)
+14+(−27)÷(−3)
(a)
(−2)2+(−1)
(a)
(−1)4+(−1)5+(−1)10
(a)
5−(2⋅3−7)−6
(a)
– 7 + 5 + 3 – 2 =
-1
1
-2
-3
(4 – 32) : (– 1)5 =
4
3
5
2
+ 6 : (– 2) – 8 : (– 4) =
1
-2
3
-1
+ 10 : (– 5) – 4 : (– 2) =
0
1
-2
2
(– 2)5 ∙ (– 2)7 ∙ (– 23)4 : (– 22)11 =
-3
-5
-4
-2
{– 3 ∙ [– 5 – (+ 4 – 6 – 2) : (– 4)] – 10} : (– 8) =
-1
1
2
-2
(– 5)8 ∙ (+ 5)7 ∙ (– 52)3 : (– 54)5 =
4
3
6
5
Solutia ecuatiei -3x-5=22, este
-9
+9
-17/3
+17/3
La o cantina s-au adus mere de calitatea 1, la pretul de 2,5lei/kg, si mere de calitatea a 2-a, la pretul de 1,5lei/kg. Stiind ca s-au adus 80kg de mere in total si ca s-a achitat suma de 150 lei, aflati cate kg de mere au fost de calitatea 1 si cate de calitatea a 2-a?
(20,40)
(25,45)
(30,50)
(35,45)
