Art of Problem Solving: Floor and Ceiling Functions

Art of Problem Solving: Floor and Ceiling Functions

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Interesting probability question from the AMC
Interesting probability question from the AMC
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Art of Problem Solving: 2014 AMC 12 A #21

Art of Problem Solving: 2014 AMC 12 A #21
Interesting probability question from the AMC

Interesting probability question from the AMC
2021 AMC 10A Prob 16

2021 AMC 10A Prob 16
The Ceiling and Floor Function Examples

The Ceiling and Floor Function Examples
International Mathematical Olympiad, 2010, problem 1 (proposed by France)

International Mathematical Olympiad, 2010, problem 1 (proposed by France)
Find k so that Greatest Integer less than or equal to 18 / (8 - k) is k. (ft. Floor Functions)

Find k so that Greatest Integer less than or equal to 18 / (8 - k) is k. (ft. Floor Functions)
2020 AMC 12 A #25

2020 AMC 12 A #25
Problem 3: AoPs 2021 Fall AMC 10A

Problem 3: AoPs 2021 Fall AMC 10A
AOPS Introduction to Algebra 20.35 | Floor Functions

AOPS Introduction to Algebra 20.35 | Floor Functions
A 2021 Rational Function

A 2021 Rational Function
A Floor Equation with Gaps

A Floor Equation with Gaps
2020 APMO, Problem 1

2020 APMO, Problem 1
Combinatorics | AMC 8 2017 Problem 9 | Cheenta North America

Combinatorics | AMC 8 2017 Problem 9 | Cheenta North America
Find the sum of the digits of ⌊1/√2+1/√3+1/√4+⋯+1/√10000⌋

Find the sum of the digits of ⌊1/√2+1/√3+1/√4+⋯+1/√10000⌋