A Dudley lock typically has a combination that consists of a series of numbers or letters set on rotating dials. The number of possible combinations depends on the number of dials and the range of numbers or letters each dial can display. For example, if a Dudley lock has 3 dials with numbers ranging from 0 to 9, there would be 10^3 (1,000) possible combinations. The specific configuration of a Dudley lock can vary, so it's essential to know the number of dials and their ranges for an accurate calculation.
Dudley Lovell's birth name is Dudley Bevington Lovell.
Dudley Cullum died in 1720.
Dudley Evans died in 1972.
Dudley Laws was born in 1934.
Dudley Clarke was born in 1899.
10 possible numbers on each wheel equals 10x10x10 or 1000 combinations possible.
Assuming each "digit" actually has 10 different states, there are one million combinations possible in a six-digit combination lock. However, many combination lock designs actually have fewer than 10 different states per "digit", resulting in far fewer actual combinations on such locks.
Assuming that repeated numbers are allowed, the number of possible combinations is given by 40 * 40 * 40 = 64000.If repeated numbers are not allowed, the number of possible combinations is given by 40 * 39 * 38 = 59280.
If the digits can repeat, then there are 256 possible combinations. If they can't repeat, then there are 24 possibilities.
6,720 combinations.
a lock that is sturdy and not easy to open get a dudley lock they are very hard and sturdy and dont break very easily.
For a combination lock using 3 numbers, each ranging from 0 to 20, there are 21 possible choices for each number (including 0). Therefore, the total number of combinations can be calculated as 21 (choices for the first number) × 21 (choices for the second number) × 21 (choices for the third number), which equals 21^3. This results in 9,261 possible combinations.
The full theoretical size of the search space for a pin tumbler lock can be calculated by considering the number of combinations of key blanks, the number of pins, and the possible heights for each pin. For a lock with 30 key blanks, 8 pins, and 12 distinct heights, the total number of combinations is given by (30 \times 12^8). This results in a search space of approximately 30 times 429981696, which equals about 12,899,450,880 possible combinations.
10000
There are 9999 possible combinations for the lock once you forget the combination. However, it is possible to get it open by fully locking it and then slowly spinning each wheel until it gives. Not everyone is good at this, but some people can do it quickly.
I would have to say 10,000 possible combinations. (0000, 0001, 0002 through 9998, 9999)
140 possible combinations