人口・世帯数の推移
津幡町の人口・世帯数の合計数を月ごとに計上しています。
なお、人口の算出方法として、住民基本台帳(住民票)をベースにした「住民基本台帳人口」と、5年に1回実施する国勢調査をベースにした「推計人口」があります。
このページで公開しているのは町全体の人口・世帯数ですが、地区ごとなどより詳細な情報が知りたい場合は、下記問い合わせ先までお問い合わせください。
ー 目次 ー
住民基本台帳人口
津幡町の住民基本台帳で管理されている人口・世帯数で、毎月末日現在で算出しています。
実際に住所を異動させても、住民票を移さない限り増減しないため、実際の人口とかけ離れている場合があります。
○令和6年![](data:image/png;base64,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)
実際に住所を異動させても、住民票を移さない限り増減しないため、実際の人口とかけ離れている場合があります。
○令和6年
各月末日現在 単位:世帯、人
※( )内は前月比
※外国人を含む
※外国人を含む
関連ファイル
- 令和元年の住民基本台帳人口 (41.5KB)
- 令和2年の住民基本台帳人口 (41.4KB)
- 令和3年の住民基本台帳人口 (37.3KB)
- 令和4年の住民基本台帳人口 (17.6KB)
- 令和5年の住民基本台帳人口 (102.5KB)