![3.4TBのファイルがあり、6TBのハードドライブがいっぱいであることをどのように表示しますか？ [コピー]](data:image/jpg;base64,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)
3.4TBのファイルがあり、6TBのハードドライブがいっぱいであることをどのように表示しますか？何らかの理由で、使用可能なバイトはゼロと表示されます。
ベストアンサー1
バオバブの木
、以下を示すアプリケーションのスクリーンショットがあります。どこ使用スペース~から、それは埋められたスペースを埋めるファイルは何ですか？;
利用可能なスペースは表示されません。
利用可能なスペースを確認するには（または次のように）酸性試験）dfコマンドまたはSystem MonitorGNOMEユーティリティを使用して