Chesapeake Utilities Corporation (CPK)
Working capital turnover
Dec 31, 2023 | Sep 30, 2023 | Jun 30, 2023 | Mar 31, 2023 | Dec 31, 2022 | Sep 30, 2022 | Jun 30, 2022 | Mar 31, 2022 | Dec 31, 2021 | Sep 30, 2021 | Jun 30, 2021 | Mar 31, 2021 | Dec 31, 2020 | Sep 30, 2020 | Jun 30, 2020 | Mar 31, 2020 | Dec 31, 2019 | Sep 30, 2019 | Jun 30, 2019 | Mar 31, 2019 | ||
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Revenue (ttm) | US$ in thousands | 670,604 | 672,570 | 672,076 | 675,953 | 680,704 | 653,767 | 630,049 | 601,661 | 569,968 | 546,642 | 540,726 | 526,695 | 488,198 | 483,134 | 474,341 | 471,832 | 479,606 | 481,846 | 482,620 | 481,950 |
Total current assets | US$ in thousands | 185,699 | 137,466 | 136,769 | 159,504 | 193,976 | 169,203 | 145,046 | 152,968 | 170,336 | 132,993 | 110,553 | 128,552 | 136,431 | 119,321 | 98,558 | 111,927 | 134,826 | 114,875 | 124,242 | 153,640 |
Total current liabilities | US$ in thousands | 386,384 | 288,410 | 255,157 | 246,779 | 369,023 | 328,851 | 287,291 | 279,713 | 376,394 | 354,542 | 322,256 | 316,002 | 329,032 | 359,972 | 429,823 | 402,496 | 423,324 | 446,247 | 512,415 | 508,569 |
Working capital turnover | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — | — |
December 31, 2023 calculation
Working capital turnover = Revenue (ttm) ÷ (Total current assets – Total current liabilities)
= $670,604K ÷ ($185,699K – $386,384K)
= —
I'm sorry, but without specific data for the working capital turnover for Chesapeake Utilities Corp provided in the table, I am unable to provide a detailed and comprehensive analysis on this specific ratio. The working capital turnover ratio is a measure of how efficiently a company is using its working capital to generate revenue, and it is calculated by dividing revenue by average working capital. To perform a thorough analysis, I would need the relevant data for the ratio for each quarter mentioned in the table. Please provide this information if you would like a more in-depth analysis.
Peer comparison
Dec 31, 2023