How many automobile license plates can be made, if each plate has two different letters and is follo Are these Answers Helpful?
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More answers. Q: In a certain state car license plates are in the form of LLL NNN where L stands for a letter of the alphabet and N stands for a one-digit from how many possible car license plate outcomes are ther? Write your answer Related questions.
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What is the unown alphabet? A complete probability distribution is always an objective listing of all possible events Since it is impossible to list all the possible outcomes from a single event probability distributions are o? So in part we have two plans we either have two letters Followed by numbers from one To 9, And that is 10, numbers lips. So from one to that is a total of 10, numbers And how many ways can we have that? That is 26 squared times 10, And that comes out to be Uh 6,, And so that's 26 to 3rd power times and that's a total of 17,, And so if I take the difference between these two, I find out how many more and the number more are the amount of additional license plates you have.
If you use this plan is 10 million. Now part B has us look at If we use two letters and four digits or We've used three letters and three digits, how many total license plates can we have? And that's going to be the sum of these two numbers. And the sum of those two numbers comes out to be 24 million , And so the question asked about a national plan and if we have million license plates that would be necessary in our national system.
This would be very, very insufficient to license all those with one of these systems with a national license plate. So no, that's not practical. To do with these two.
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