First Bancorp (FBP) — Defensive Interval Ratio

Latest as of September 2025: 90 days

First Bancorp (FBP) has a Defensive Interval Ratio of 90 days as of September 2025. Defensive assets of $4.17 Billion (cash $-, short-term investments $4.11 Billion, receivables $66.11 Million) cover 90 days of daily cash needs of $46.19 Million/day. Check how tangible is First Bancorp's equity to evaluate the tangible quality of the company's equity base.

Defensive Interval Ratio

90 days
Days of operational coverage

Defensive Assets

$4.17 Billion
Cash + ST Investments + Receivables

Daily Cash Need

$46.19 Million
Current Liabilities ÷ 365

Current Liabilities

$16.86 Billion
USD

First Bancorp Defensive Interval Ratio (1990–2024)

This chart shows how First Bancorp's Defensive Interval Ratio has evolved across 35 annual periods from 1990 to 2024. As of September 2025, the ratio stands at 90 days, meaning defensive assets of $4.17 Billion can fund 90 days of operations without new revenue. Also explore First Bancorp equity growth rate to track the company's year-over-year net asset growth rate.

Annual Defensive Interval Ratio for First Bancorp (1990–2024)

The table below presents the year-by-year Defensive Interval Ratio for First Bancorp from 1990 to 2024, covering 35 annual filings. Each row shows defensive assets, daily cash need, the DIR in days, and the change in days compared to the prior year. For live market cap and the full company financial profile, see FBP stock market capitalisation.

Year DIR (days) Defensive Assets (USD) Daily Cash Need Cash ST Investments Change (days)
2024 100 days $4.64 Billion $46.22 Million/day $- $4.57 Billion ▼ -17 days
2023 117 days $5.31 Billion $45.36 Million/day $- $5.23 Billion ▼ -4 days
2022 121 days $5.59 Billion $46.37 Million/day $- $5.52 Billion ▼ -11929 days
2021 12049 days $7.09 Billion $588.64K/day $- $6.46 Billion ▲ +11947 days
2020 102 days $4.44 Billion $43.55 Million/day $- $4.37 Billion ▲ +21 days
2019 81 days $2.14 Billion $26.38 Million/day $- $2.09 Billion ▼ -3 days
2018 85 days $2.15 Billion $25.41 Million/day $- $1.77 Billion ▲ +13 days
2017 72 days $1.86 Billion $25.94 Million/day $- $1.55 Billion ▲ +2 days
2016 69 days $1.83 Billion $26.36 Million/day $- $1.55 Billion ▲ +13 days
2015 56 days $1.59 Billion $28.21 Million/day $- $1.31 Billion ▼ -6386 days
2014 6442 days $2.03 Billion $315.58K/day $- $1.98 Billion ▲ +6394 days
2013 48 days $1.44 Billion $29.89 Million/day $- $1.14 Billion ▲ +10 days
2012 38 days $1.17 Billion $30.36 Million/day $- $876.44 Million ▼ -4 days
2011 42 days $1.29 Billion $30.37 Million/day $- $992.11 Million ▲ +38 days
2010 4 days $167.04 Million $37.39 Million/day $- $107.98 Million ▲ +2 days
2009 2 days $102.41 Million $46.08 Million/day $- $22.55 Million ▼ 0 days
2008 3 days $119.50 Million $45.62 Million/day $- $20.93 Million ▼ -13 days
2007 15 days $604.99 Million $39.43 Million/day $- $497.01 Million ▼ -4178 days
2006 4193 days $203.44 Billion $48.51 Million/day $- $203.33 Billion ▲ +4167 days
2005 26 days $1.33 Billion $50.80 Million/day $- $1.22 Billion ▲ +1 days
2004 26 days $877.26 Million $34.34 Million/day $- $820.16 Million ▼ -7 days
2003 33 days $1.01 Billion $31.04 Million/day $- $970.94 Million ▲ +19 days
2002 13 days $312.94 Million $23.70 Million/day $- $273.66 Million ▲ +10 days
2001 4 days $72.20 Million $20.58 Million/day $- $34.56 Million ▲ +1 days
2000 2 days $29.99 Million $14.44 Million/day $- $2.02 Million ▲ +1 days
1999 2 days $17.92 Million $11.42 Million/day $- $- ▲ +0 days
1998 1 days $10.70 Million $9.55 Million/day $- $- ▼ -1 days
1997 2 days $13.00 Million $7.66 Million/day $- $- ▲ +0 days
1996 1 days $9.20 Million $6.32 Million/day $- $- ▼ -1 days
1995 2 days $12.80 Million $5.40 Million/day $- $- ▲ +0 days
1994 2 days $10.80 Million $5.21 Million/day $- $- ▲ +0 days
1993 2 days $9.20 Million $4.65 Million/day $- $- ▼ -1 days
1992 3 days $13.10 Million $4.41 Million/day $- $- ▼ 0 days
1991 3 days $14.70 Million $4.34 Million/day $- $- ▼ -1 days
1990 5 days $20.00 Million $4.24 Million/day $- $-
DIR = (Cash + Short-term Investments + Net Receivables) / (Daily Cash Expenses)