Revenue (Quarterly) Chart

View Revenue (Quarterly) for CCOZF.
Upgrade now.
Sep '18
Jan '19
May '19
 
285.00
270.00
255.00
240.00
View Revenue (Quarterly) Chart
Start Trial

Historical Revenue (Quarterly) Data

View and export this data back to 2008. Start Trial.
Date Value
March 31, 2026 4.937B
December 31, 2025 5.285B
September 30, 2025 5.050B
June 30, 2025 4.983B
March 31, 2025 5.276B
December 31, 2024 6.814B
September 30, 2024 6.340B
June 30, 2024 6.571B
March 31, 2024 6.315B
December 31, 2023 5.085B
September 30, 2023 6.210B
June 30, 2023 7.155B
March 31, 2023 8.646B
December 31, 2022 6.356B
September 30, 2022 8.071B
June 30, 2022 8.525B
March 31, 2022 9.723B
December 31, 2021 11.30B
September 30, 2021 10.11B
June 30, 2021 8.659B
March 31, 2021 7.136B
December 31, 2020 6.145B
September 30, 2020 5.614B
June 30, 2020 4.780B
March 31, 2020 3.943B
Date Value
December 31, 2019 4.979B
September 30, 2019 4.734B
June 30, 2019 4.615B
March 31, 2019 4.381B
December 31, 2018 3.904B
September 30, 2018 3.944B
June 30, 2018 3.820B
March 31, 2018 4.082B
December 31, 2017 3.256B
September 30, 2017 3.393B
June 30, 2017 2.804B
March 31, 2017 2.593B
December 31, 2016 2.803B
September 30, 2016 2.279B
June 30, 2016 2.111B
March 31, 2016 1.913B
December 31, 2015 2.194B
September 30, 2015 2.354B
June 30, 2015 2.610B
March 31, 2015 2.040B
December 31, 2014 2.990B
September 30, 2014 2.658B
June 30, 2014 2.933B
March 31, 2014 2.710B
December 31, 2013 0.00

Revenues Definition

Revenues measure the total amount of value that a company brings in during a certain period. This is also considered the "top-line" of the income statement. Revenues are used for all operating expenses as well as other line items which eventually lead to the net income for the company. Revenue is an extremely important metric when analyzing a company. A company with efficient margins is able to turn revenues into the most net income.

Read full definition.

Revenue (Quarterly) Range, Past 5 Years

View Revenue (Quarterly) Range, Past 5 Years
Start Trial
--
Minimum
--
Maximum
--
Average
--
Median