Understanding Engineering Mathematics

(やまだぃちぅ) #1
(iv) 24= 23 ×3(v)− 72 =− 1 × 23 × 32 (vi) 81= 34
(vii) 2−^1 × 33 × 7 −^1 (viii) 11× 13 (ix) 17× 23
(x) 5× 41

B. (i) 11 (ii) 4 (iii) 1
(iv) 5 (v) 1 (vi) 24
(vii) 6

C. (i) 4 (ii) 40 (iii) 60
(iv) 54 (v) 420 (vi) 1584

1.3.4 Manipulation of numbers


A. (i) − 39 (ii) 7 (iii) 1
(iv) 18 (v) 8 (vi) 2

(vii)^43

B.(i) 56 (ii) 181 (iii) 1
(iv) − 66 (v) 9

C. 44; 2 pairs of brackets, 4+( 5 ×( 23 ))
With one pair we can get 72, 1004, 2744
With two pairs we could also get 18^3


1.3.5 Handling fractions


A. (i)

5
6

(ii) 4 (iii)

14
15

(iv)

98
75

(v)

3
4

(vi)

4
21

(vii)

7
2

(viii)

5
6

(ix)

4
15

(x) −

130
189

(xi) 24

B.(a) (i)

28
3

(ii) 7 (iii) −

49
7

(iv) 35

(b) (i)

12
7

(ii)

9
7

(iii) −3(iv)

45
7

C.(i)

5
2

(ii)

5
7

(iii)

2
7

(iv)

3
7

(v)

29
10

(vi)

1
21

(vii)

58
21
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