Common sizes (Ki, Mi, Gi) Flashcards
How many bits are needed to address 1K?
11
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2K?
12
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4K?
13
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8K?
14
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16K?
15
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 32K?
16
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 64K?
17
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 128K?
18
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 256K?
19
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 512K?
20
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1024K?
21
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2048K?
22
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4096K?
23
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8192K?
24
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16384K?
25
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 32768K?
26
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 65536K?
27
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 131072K?
28
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 262144K?
29
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 524288K?
30
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1048576K?
31
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2097152K?
32
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4194304K?
33
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8388608K?
34
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16777216K?
35
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 33554432K?
36
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 67108864K?
37
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 134217728K?
38
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 268435456K?
39
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 536870912K?
40
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1073741824K?
41
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1M?
21
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2M?
22
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4M?
23
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8M?
24
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16M?
25
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 32M?
26
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 64M?
27
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 128M?
28
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 256M?
29
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 512M?
30
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1024M?
31
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2048M?
32
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4096M?
33
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8192M?
34
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16384M?
35
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 32768M?
36
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 65536M?
37
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 131072M?
38
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 262144M?
39
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 524288M?
40
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1048576M?
41
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1G?
31
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 2G?
32
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 4G?
33
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 8G?
34
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 16G?
35
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 32G?
36
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 64G?
37
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 128G?
38
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 256G?
39
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 512G?
40
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1024G?
41
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many bits are needed to address 1T?
41
(REMEMBER:
2^0 REQUIRES 1 BIT
2^10 = 1,024 = 1K
# OF BITS = EXPONENT + 1 BECAUSE COUNT FROM ZERO)
How many addresses are in 1K? Give your answer in hexadecimal
400
How many addresses are in 2K? Give your answer in hexadecimal
800
How many addresses are in 4K? Give your answer in hexadecimal
1000
How many addresses are in 8K? Give your answer in hexadecimal
2000
How many addresses are in 16K? Give your answer in hexadecimal
4000
How many addresses are in 32K? Give your answer in hexadecimal
8000
How many addresses are in 64K? Give your answer in hexadecimal
10000
How many addresses are in 128K? Give your answer in hexadecimal
20000
How many addresses are in 256K? Give your answer in hexadecimal
40000
How many addresses are in 512K? Give your answer in hexadecimal
80000
How many addresses are in 1024K? Give your answer in hexadecimal
100000
How many addresses are in 2048K? Give your answer in hexadecimal
200000