Question
A secret code must consist of three capital letters followed by a digit. Letters cannot be repeated. How many secret codes are possible?
A.
140,400
B.
156,000
C.
175,760
D.
358,800
A.
140,400
B.
156,000
C.
175,760
D.
358,800
Answers
MathMate
Assuming the code uses English alphabet,
Choices for first letter: 26
Choices for second letter: 26
Choices for third letter: 26
Choices for digit: 10
Total number of codes = product of all 4 choices.
Choices for first letter: 26
Choices for second letter: 26
Choices for third letter: 26
Choices for digit: 10
Total number of codes = product of all 4 choices.