Converting from decimal system | Algebra - Number System
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Answer the next 10 questions based on the information given below:
Convert 2748 into
base 2
- (a)
1010111100
- (b)
1010101111
- (c)
101010111100
- (d)
None of these
Answer: Option C
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 101010111100.
Workspace:
base 3.
- (a)
10202210
- (b)
102022
- (c)
202210
- (d)
None of these
Answer: Option A
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, option (a).
Workspace:
base 5.
Answer: 41443
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 41443.
Workspace:
base 7.
Answer: 11004
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 11004.
Workspace:
base 8.
Answer: 5274
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 5274.
Workspace:
base 11.
Answer: 2079
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 2079.
Workspace:
base 13.
Answer: 1335
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Hence, 1335.
Workspace:
base 16.
- (a)
24C
- (b)
6H8
- (c)
ABC
- (d)
None of these
Answer: Option C
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Here, A = 10, B = 11, C = 12 and so on.
Hence, option (c).
Workspace:
base 20.
- (a)
24C
- (b)
6H8
- (c)
ABC
- (d)
None of these
Answer: Option B
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Here, A = 10, B = 11, C = 12 and so on.
Hence, option (b).
Workspace:
base 36.
- (a)
24C
- (b)
6H8
- (c)
ABC
- (d)
None of these
Answer: Option A
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Explanation :
To convert a decimal number into base n, we successively divide the given number by n and then write the remainders in reverse order.
Here, A = 10, B = 11, C = 12 and so on.
Hence, option (a).
Workspace:
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