Multiply the following:
(a) 13 and 19
(b) 16 and 0 (c) 0 and 24
(c) (-31) and 5
(d) (-12) and (-13) (1) 15 and (-16)
2. Add [23+(-17)]+(-19) using the associative property.
3. Simplify and find the absolute values of the following:-
(a) l35÷(-7)l (b) l75-38l
4. Determine the quotient of each of the following:-
(a) 18÷ (-6) (b) 34÷ 34
5. An integer when divided by -3 gives 96. Find the integer.
6. Calculate the following using suitable arrangements.
(a) (-142)+(-58)+200 (b) 134x11+134x9
7. Find the sums of the following:-
3
4
+
5
6
8. Find the reciprocals of the following:-
(a) 15
7
(b) −7
19
9. Find the perimeter of a square of side 21m
10. Divide the following:-
(a) 18÷
3
4
(b)4 1
5
÷
14
25
11. A rope is 25m long. How many pieces of rope can be cut from it each of size 25/4 m.
12. By what number should we divide 43
4
to get 12
3
?
13. Find the absolute values of the following:-
(a) -15 (b) +7-13
14. Find the products of the following:-
(a) 23x13 (b) 0x(-34)
15. The multiplicative identity of integers is
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Answer:
1. (a) 13 × 19 = 247
(b) 16 × 0 = 0
(c) 0 × 24 = 0
(d) (-31) × 5 = -155
(e) (-12) × (-13) = 156
(f) 15 × (-16) = -240
2. [23+(-17)]+(-19) = [23 - 17] - 19 = 6 - 19 = -13
3. (a) 35 ÷ (-7) = -5
(b) 75 - 38 = 37
4. (a) 18 ÷ (-6) = -3
(b) 34 ÷ 34 = 1
5. the integer = 96 × (-3) = -288
6. (a) (-142)+(-58)+200 = 200 -200 = 0
(b) 134x11+134x9 = 1,474 + 1,206 = 2680
7. 34 + 56 = 90
8. (a) 15 - 7 = 8
(b) -7-19 = -26
9. the perimeter of a square = 21 × 4 = 84 m
11. 4 pieces
14. (a) 23 × 13 = 299
(b) 0 × (-34) = 0
Step-by-step explanation:
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