[Exercise- page 205]
E.9.1. Convert the following Binary numbers to decimals.
i) 010101
ii) 110011
iii) 100011
iv) 101000
v) 101100
vi) 001100.101
vii) 010010.111
viii) 0010111111.11
Solution:
E.9.2. Convert the following decimal numbers to Binary numbers.
i) 6
ii) 19
iii) 56
iv) 129
v) 127
vi) 96
vii) 25
viii) 200
Solution:
E.9.3. Find the sum of the following numbers.
i) 101111 + 101101
ii) 10101 + 100010
iii) 1010101 + 1000001
Solution:
E.9.4. Find the sum of the following numbers converting decimal to Binary.
i) 6 + 19
ii) 10 + 32
iii) 56 + 16
iv) 127 + 127
Solution:
E.9.5. Find the subtraction of the following Binary numbers.
i) 1001 - 101
ii) 11001 - 1011
iii) 1010010 - 111011
Solution:
E.9.6. Determine 10’s complement of the following decimal numbers.
i) 2351
ii) 90152
iii) 10003
iv) 9999
Solution:
E.9.7. Subtract using complement of the following decimal numbers.
i) 43101 - 5032
ii) 70081 - 6919
iii) 2173901 - 5835
Solution:
E.9.8. Determine 2’s complement of the following binary numbers.
i) 1111
ii) 1011001
iii) 1010101
iv) 1000001
Solution:
E.9.9. Subtract using complement of the following binary numbers.
i) 11001 - 1001
ii) 100101 - 10011
iii) 11000101 - 101101
Solution:
E.9.10. Multiply converting decimal to Binary of the following decimal numbers.
i) 18 × 6
ii) 32 × 23
iii) 21 × 7
iv) 59 × 18
v) 118.2 × 46
vi) 180.50 × 65
vii) 192 × 22
viii) 111 × 101
Solution:
E.9.11. Divide converting decimal to Binary of the following decimal numbers.
i) 16 ÷ 4
ii) 34 ÷ 17
iii) 15 ÷ 3
iv) 99 ÷ 99
v) 157 ÷ 46
vi) 180 ÷ 69
vii) 192 ÷ 22
viii) 111 ÷ 101
Solution:
No comments:
Post a Comment