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What is the probability that a random integer from 92 to 734 is divisible by 15? (All integers in the given range are equally likely to be chosen). Give your answer as a percentage, i.e. a number between 0 and 100, rounded to four decimal places. Hint: The number of integers from a to b is b - a + 1 and the number of integers from a to b that are divisible by dis - +1. The notation [x] indicates the floor function. For example, [2.71] = 2. • The notation [x] indicates the ceil function. For example, [3.14] = 4. • If x is an integer, then [x] = [x] = = x.

What is the probability that a random integer from 92 to 734 is divisible by 15? (All integers in the given range are equally likely to be chosen). Give your answer as a percentage, i.e. a number between 0 and 100, rounded to four decimal places. Hint: The number of integers from a to b is b - a + 1 and the number of integers from a to b that are divisible by dis - +1. The notation [x] indicates the floor function. For example, [2.71] = 2. • The notation [x] indicates the ceil function. For example, [3.14] = 4. • If x is an integer, then [x] = [x] = = x.

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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What is the probability that a random integer from 92 to 734 is divisible by 15? (All integers in the given range are equally likely to be chosen). Give your answer as a percentage, i.e. a number between 0 and 100, rounded to four decimal places. Hint: The number of integers from a to b is b - a + 1 and the number of integers from a to b that are divisible by dis - +1. The notation [x] indicates the floor function. For example, [2.71] = 2. • The notation [x] indicates the ceil function. For example, [3.14] = 4. • If x is an integer, then [x] = [x] = = x. .
Transcribed Image Text:What is the probability that a random integer from 92 to 734 is divisible by 15? (All integers in the given range are equally likely to be chosen). Give your answer as a percentage, i.e. a number between 0 and 100, rounded to four decimal places. Hint: The number of integers from a to b is b - a + 1 and the number of integers from a to b that are divisible by dis - +1. The notation [x] indicates the floor function. For example, [2.71] = 2. • The notation [x] indicates the ceil function. For example, [3.14] = 4. • If x is an integer, then [x] = [x] = = x. .
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