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A state's license plate has 7 characters. Each character can be a capital letter (A-Z), or a digit except for 0 (1-9). How many license plates are there in which exactly 3 of the 7 characters are digits? O ) (35)* O P(7,3) (35)* ㅇ ). (26)4 O ()- 98. (26)4

A state's license plate has 7 characters. Each character can be a capital letter (A-Z), or a digit except for 0 (1-9). How many license plates are there in which exactly 3 of the 7 characters are digits? O ) (35)* O P(7,3) (35)* ㅇ ). (26)4 O ()- 98. (26)4

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A state's license plate has 7 characters. Each character can be a capital letter (A-Z), or a digit except for 0 (1-9). How many license plates are there in which exactly 3 of the 7 characters are digits? O (35)* O (7,3) · (35)* ㅇ ). (26)4 -9³. (26)*
Transcribed Image Text:A state's license plate has 7 characters. Each character can be a capital letter (A-Z), or a digit except for 0 (1-9). How many license plates are there in which exactly 3 of the 7 characters are digits? O (35)* O (7,3) · (35)* ㅇ ). (26)4 -9³. (26)*
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