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)