If we are using an 4-character password that contains only lowercase English alphabetic characters (26 different characters), how many *more* possible passwords are there if we use a 5-character password (still only lowercase English alphabetic characters?

11,424,400 possible passwords

Explanation:

Since all characters are letters and only lowercase

we have 26∧4 = 456,976 possibilities

For a 5-character password which is still lower case sensitive.

we have 26∧5 = 11,881,376 possibilities

Many more possible passwords = (11881376-456976)

= 11,424,400 possible passwords

If we are using a 4-character password that contains only lowercase alphabets and repetition of these alphabets are allowed then the possible passwords are:      

26 * 26 * 26 * 26 = 26 ^ 4 = 456976

If we are using a 4-character password that contains only lowercase alphabets and repetition of these alphabets are not allowed then the possible passwords are:

n! / (n - r )! = 26! / (26 - 4)! = 358,800

Explanation:

If we are using a 5-character password that contains only lowercase alphabets and repetition of these alphabets are allowed then the possible passwords are:

26 * 26 * 26 * 26 * 26 = 26 ^ 5 = 11881376

If we are using a 5-character password that contains only lowercase alphabets and repetition of these alphabets are not allowed then the possible passwords are:

n! / (n - r )! = 26! / (26 - 5)! = 7893600

how many *more* possible passwords are there if we use a 5-character password:

Possible passwords when we use 5 character passwords - Possible passwords when we use 4 character passwords.

11881376 - 456976 = 11424400

by trying your best others ^_^

but don't try sending them fake answer, it must to be real answer.

the reason why you must not send them fake answer cause the experts and the questioner will moderate you and if they find out its fake they will report your to the owner of this website which its called

explanation:

answer///64-bit architecture and gpt partitioning table;