SET 13 - Number System----SEE Computer Science 2076 --- Practice Day 13 --- 20 Questions
Number
System
[SLC
2065]
|
i) (228)8 into decimal
|
ii) (CA3)16 into
binary
|
i) 11×11
|
ii) Divide 1110
by 11
|
[SLC
2065 S]
|
i) (756)8 into binary
|
ii) (1011011011)2 into hexadecimal
|
(11011x110)-11101
|
111100÷1000
|
[SLC
2066]
|
i) (101)10
into binary
|
ii)(78)8
into decimal
|
10101-1011
|
110*11
|
[SLC
2066 S]
|
i) (524)10 into Octal
|
ii) (31A)16 into Binary
|
1011x101
|
1010-111+101
|
[SLC
2067]
|
i) (AC3)16 into decimal
|
ii) (110010)2
into octal
|
11*11-101
|
Divide 1010 by 10
|
[SLC
2067 S]
|
i) (7AF)16
into binary
|
ii) (1101101)2
into octal
|
11*11+11
|
110÷10
|
[SLC
2068]
|
i) (108)10 into
binary
|
ii) (173)8 into
binary
|
111*11
|
1010-10+11
|
[SLC
2068 S]
|
i) (168)10 into
binary
|
ii) (1011)2
into decimal
|
1011+1101
|
110x11
|
[SLC
2069]
|
i) (684)10
into octal
|
ii) (101011)2
into decimal
|
1011×11
|
Divide 100101 by
110
|
[SLC
2069 S]
|
i) (442)8 into
decimal
|
ii) (AB)16
into binary
|
101 x 10
|
divide 1101 by 111
|
[SLC
2070]
|
i) (BED)16
into binary
|
ii) (1010111)2
into octal
|
1010 × 10
|
10101 ÷ 11
|
[SLC 2070 S]
|
(209)10-(x)2
|
ii
(537)8-(x)2
|
101
x 111
|
110111-1011
|
[SLC
2071]
|
(108)10
into binary
|
ii) (765)8
into decimal
|
111×11
|
Divide 1101 by 11
|
[SLC
2071 S]
|
(74)8 to decimal
|
(FAC)16 into binary
|
111×11
|
1 0 1 – 1 1
|
[SLC
2072]
|
(i) (208)10
into Binary
|
(104)8
into decimal
|
1011 + 1101
|
110 x 11
|
[SEE
2073]
|
(BAD)16 into Binary
|
(1111001)2
into octal
|
11 x 10 + 11
|
110 ¸10
|
[SEE
2073 U]
|
(364)8 into decimal
|
(1101010)2 into octal
|
1011 x 101
|
100101 ÷ 101
|
[SLC
2074]
|
(523)8 into Binary
|
(2074)8
into hexadecimal
|
110 x 101
|
111010 ¸110
|
[SEE
2074 U]
|
(CCA)16 into
decimal
|
(479)10 into octal
|
(1010) x (111)
|
(10011) ÷ 10
|
[SQE 2075K]
|
(235)8 into decimal
|
(BA5)16 into
binary
|
(1111 + 1101) – (1001)
|
1101 ´ 11 ¸ 101
|
[SEE
2075 U]
|
(546)8 into decimal
|
(1011100111)2 into
Hexadecimal
|
1011 × 101
|
100101 ¸ 110
|
[SEE
2075]
|
(217)10 into
Binary
|
(39C)16 into
Decimal
|
1011 × 11
|
110111 – 11001
|
[SEE 2075
S2]
|
(FA)16 into
Binary
|
(420)10 into
octal
|
111 x 10
|
1101 ÷ 101
|
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