How many 4 digit PINs have exactly one 9 but you don’t know where?
How many 4 digit PINs have two 1s but you don’t know where? (Please show work)
Question 5# (Combinations, including stars and bars') Problem: How many PINs have digit suam 20? (A PIN is string abcd of 4 decimal digits eg 6806) As a first attempt at answering this: (a) How many different solutions in non-negative integers has the equation a+b+c+d-20? Hint: 20 stars and 3 bars. The count in (a) is much too big for our problem because it includes many solutions that contain non-decimal digits; ie. values of a, b, c or d that...
Many states have a lottery game, usually called Pick-4, in which you pick a 4-digit number (for instance, 3129). During the lottery drawing, there are four bins each containing balls labeled 0 through 9. One ball is drawn at random from each bin to select the winning lottery number . a. If you buy one ticket with one 4-digit number, what is the probability that you will win this game? b. What is the probability that the 4-digit number drawn...
how many integers from 0 through 999,999 contain the digit 4 exactly twice? how many integers from 1 through 1000000 contain the digits 6 at least once
A. To use an automated teller machine at a certain bank, you must enter a 4-digit code, using the digits 1–9. How many 4-digit codes are possible if repetition of digits is permitted? B. If a club consists of 13 members, how many different arrangements of president, vice-president, and secretary are possible?
How many 6 digit positive integers are there that contain exactly 3 ones , if all ones cannot stand next to each other?
If you have a compound whose literature melting point you don’t know, how can the experimentally determined melting point provide evidence of purity?
here is the other question from my c++ class. Please help me solve it. Thank you so much !! 9. A personal identification number may be set to be any 4 digits. (a) How many possible PINs are there? (b) How many possible PINs are there that do not have a repeated digit? (c) How many possible PINs are there that do have a repeated digit?
I now have the first answer, but don’t know how to get the
second one.
(1 point) An elementary school is offering 3 language classes: one in Spanish, one in French, and one in German. These classes are open to any of the 107 students in the school. There are 36 in the Spanish class, 32 in the French class, and 26 in the German class. There are 10 students that are in both Spanish and French, 6 are in...
In a deck of cards, how many ways can you draw exactly 2 reds and one seven where the seven can be red?