﻿{"id":2964,"date":"2013-05-10T12:00:27","date_gmt":"2013-05-10T10:00:27","guid":{"rendered":"https:\/\/valoxy.org\/blog\/?p=2964"},"modified":"2024-07-11T18:05:14","modified_gmt":"2024-07-11T16:05:14","slug":"lanalyse-du-bilan-fonctionnel","status":"publish","type":"post","link":"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/","title":{"rendered":"L\u2019analyse du bilan fonctionnel"},"content":{"rendered":"<p>Le bilan fonctionnel est un \u00e9l\u00e9ment cl\u00e9 de l&rsquo;analyse financi\u00e8re. Celle-ci a pour but de synth\u00e9tiser des informations d\u2019origines diverses (dont le bilan) sur l\u2019entreprise et son environnement. Elle dresse \u00e0 partir de l\u00e0 un \u00e9tat des lieux r\u00e9aliste de la situation. L\u2019objectif de l\u2019analyse est de permettre aux dirigeants, aux pr\u00eateurs, aux fournisseurs, aux clients, etc., en bref tous les acteurs ayant un lien avec l\u2019entreprise, d\u2019avoir toutes les cartes en main pour prendre les bonnes d\u00e9cisions.<\/p>\n<p>Fonds de roulement, Besoin en fonds de roulement et tr\u00e9sorerie sont tir\u00e9s du bilan fonctionnel. D&rsquo;autres ratios sont aussi en rapport avec l\u2019\u00e9quilibre financier de l\u2019entreprise. Valoxy, cabinet d&rsquo;expertise comptable dans les Hauts de France,\u00a0 donne dans cet article les bases de l\u2019analyse des grands \u00e9quilibres du bilan.<\/p>\n<h2>Le bilan fonctionnel et ses grands \u00e9quilibres<\/h2>\n<h3>a) Qu\u2019est qu\u2019un bilan fonctionnel\u00a0? Quel en est l\u2019objectif\u00a0?<\/h3>\n<p>Le bilan fonctionnel permet d\u2019analyser les masses que pr\u00e9sente le bilan comptable sous un angle diff\u00e9rent. <strong><span class=\"exergue\">Le bilan fonctionnel est principalement utilis\u00e9 pour analyser l&rsquo;origine des flux financier (d&rsquo;o\u00f9 vient l&rsquo;argent) et \u00e0 quelles fins ils sont utilis\u00e9s. <\/span><\/strong>Pr\u00e9sent\u00e9 de cette fa\u00e7on, le bilan fonctionnel permet de rattacher des op\u00e9rations \u00e0 l\u2019exploitation,\u00a0 aux flux ou aux investissements, et de r\u00e9aliser une analyse financi\u00e8re de l\u2019entreprise \u00e0 partir de quelques ratios.<\/p>\n<p><img fetchpriority=\"high\" decoding=\"async\" class=\"alignright size-full wp-image-2986\" src=\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/image-bilan.png\" alt=\"sch\u00e9ma du bilan fonctionnel\" width=\"339\" height=\"426\" \/><\/p>\n<h3>b)\u00a0La structure du bilan fonctionnel<\/h3>\n<p>Les ressources sont divis\u00e9es comme suit\u00a0:<\/p>\n<ul>\n<li>\u00a0Les ressources stables\u00a0: ce sont des ressources destin\u00e9es \u00e0 rester longtemps dans l\u2019entreprise. (Capitaux propres auxquels il faut ajouter la partie des dettes \u00e0 rembourser \u00e0 plus d\u2019un an).<\/li>\n<li>Les ressources \u00e0 court terme\u00a0: passif circulant d\u2019exploitation et passif circulant hors exploitation. (Fournisseurs, imp\u00f4ts, charges sociales \u00e0 payer)<\/li>\n<li>La tr\u00e9sorerie passive.<\/li>\n<\/ul>\n<p>Les emplois sont organis\u00e9s de la mani\u00e8re suivante\u00a0:<\/p>\n<ul>\n<li>\u00a0Les emplois stables, qui sont des \u00e9l\u00e9ments du patrimoine de l\u2019entreprise destin\u00e9s \u00e0 rester dans l\u2019entreprise. (Actif immobilis\u00e9).<\/li>\n<li>Les emplois \u00e0 court terme, qui comprennent l\u2019actif circulant d\u2019exploitation et l\u2019actif circulant hors exploitation. (Cr\u00e9ances clients, stocks, imp\u00f4ts \u00e0 r\u00e9cup\u00e9rer)<\/li>\n<li>La tr\u00e9sorerie d\u2019actif.<\/li>\n<\/ul>\n<h3>c)\u00a0Les indicateurs du bilan fonctionnel<\/h3>\n<h4><b><span class=\"exergue\">\u00a0Le premier indicateur que nous allons calculer est le fonds de roulement <em>(FR)<\/em><\/span>.<\/b><\/h4>\n<p>On le calcule de la mani\u00e8re suivante : Ressources stables \u2013 Emplois stables = Fonds de roulement (FR). A partir de l\u00e0, deux cas de figure sont possibles :<img decoding=\"async\" class=\"alignleft wp-image-2979\" src=\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/rse.png\" alt=\"cotisations sociales du g\u00e9rant\" width=\"241\" height=\"300\" \/><\/p>\n<ul>\n<li><strong>Le FR est positif,<\/strong> dans ce cas les ressources stables suffisent \u00e0 financer les emplois stables, et l\u2019exc\u00e9dent va servir \u00e0 financer les d\u00e9penses courantes d\u2019exploitation (actif circulant)<\/li>\n<\/ul>\n<ul>\n<li><strong>Le FR est n\u00e9gatif,<\/strong> les ressources stables ne suffisent pas \u00e0 financer les emplois stables, l\u2019entreprise va devoir trouver d\u2019autres moyens pour financer sa tr\u00e9sorerie. On peut citer\u00a0:\n<ul>\n<li>les d\u00e9couverts bancaires<\/li>\n<li>l\u2019allongement du d\u00e9lai de paiement des fournisseurs<\/li>\n<li>la diminution des d\u00e9lais de paiement accord\u00e9s aux clients<\/li>\n<li>faire appel aux associ\u00e9s (comptes courants d\u2019associ\u00e9s) pour apporter des liquidit\u00e9s.<\/li>\n<\/ul>\n<p>Bien souvent la solution sera un mix de ces possibilit\u00e9s. Une entreprise \u00e9quilibr\u00e9e poss\u00e8de un fonds de roulement positif.<\/li>\n<\/ul>\n<h4><span class=\"exergue\"><b>Ensuite on peut calculer le besoin en fonds de roulement <em>(BFR)<\/em><\/b><\/span><\/h4>\n<p>Il s&rsquo;agit de la diff\u00e9rence entre les emplois \u00e0 court terme (actif circulant) et les ressources \u00e0 court terme (passif circulant). Ici aussi, deux cas de figure :<\/p>\n<ul>\n<li><strong>Le BFR est positif,<\/strong> la soci\u00e9t\u00e9 \u00e0 un actif circulant sup\u00e9rieur \u00e0 son passif circulant, les ressources \u00e0 court terme ne couvrent pas les emplois \u00e0 court terme, il lui faut donc financer le d\u00e9calage gr\u00e2ce \u00e0 un fonds de roulement positif ou \u00e0 d\u00e9faut se financer \u00e0 court terme, gr\u00e2ce aux solutions vues plus haut.<\/li>\n<\/ul>\n<ul>\n<li><strong>Le BFR est n\u00e9gatif (secteur de la grande distribution par exemple)<\/strong>, dans ce cas le passif circulant suffit \u00e0 couvrir l\u2019actif circulant, ce qui g\u00e9n\u00e8re <span class=\"exergue\"><b>un exc\u00e9dent de tr\u00e9sorerie <\/b><\/span>qui pourra \u00e9ventuellement servir \u00e0 financer un fonds de roulement n\u00e9gatif, ou constituer une tr\u00e9sorerie pour l\u2019entreprise.<\/li>\n<\/ul>\n<h4><span class=\"exergue\"><b>Enfin on va calculer la tr\u00e9sorerie nette (TN)<\/b><\/span> de la fa\u00e7on suivante :<\/h4>\n<p><strong>Tr\u00e9sorerie d\u2019actif (appartient en propre \u00e0 l\u2019entreprise) \u2013 tr\u00e9sorerie de passif (liquidit\u00e9s emprunt\u00e9es).<\/strong><\/p>\n<ul>\n<li>Si la tr\u00e9sorerie nette est positive, elle constitue une ressource \u00e0 court terme pour l\u2019entreprise avec des liquidit\u00e9s qui appartiennent en propre \u00e0 l\u2019entreprise.<\/li>\n<\/ul>\n<ul>\n<li>Si la tr\u00e9sorerie nette est n\u00e9gative, elle constitue un emploi \u00e0 court terme pour l\u2019entreprise. La tr\u00e9sorerie est alors constitu\u00e9e de liquidit\u00e9s emprunt\u00e9es. (en g\u00e9n\u00e9ral des d\u00e9couverts)<\/li>\n<\/ul>\n<p style=\"text-align: center;\"><img decoding=\"async\" class=\"size-full wp-image-2987 aligncenter\" src=\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/imagefleche.png\" alt=\"bilan fonctionnel\" width=\"563\" height=\"368\" \/><\/p>\n<p>Apr\u00e8s avoir \u00e9tudi\u00e9 les indicateurs, l&rsquo;analyste s&rsquo;attachera \u00e0 examiner les ratios du bilan fonctionnel.<\/p>\n<h2>Quelques ratios \u00e0 partir du bilan fonctionnel.<\/h2>\n<ul>\n<li>Le ratio de couverture des capitaux investis : u<strong><span class=\"exergue\">n ratio sup\u00e9rieur \u00e0 1 signifie que les ressources stables suffisent pour couvrir les emplois stables<\/span><\/strong> ainsi que la part du cycle d\u2019exploitation non financ\u00e9 par les ressources \u00e0 court terme. Plus ce ratio est important mieux c\u2019est, et, dans l\u2019id\u00e9al, il doit augmenter d\u2019une ann\u00e9e sur l\u2019autre pour aller vers une situation de plus en plus stable.<\/li>\n<\/ul>\n<p style=\"text-align: center;\"><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"bilan fonctionnel : Couverture des capitaux investis = Ressources stables \/ (Emplois stables + BFRE)\" width=\"446\" height=\"47\" \/><\/p>\n<ul>\n<li>Le taux d\u2019endettement financier sert \u00e0 <strong><span class=\"exergue\">\u00e9tudier si la dette de l\u2019entreprise est soutenable ou non.<\/span><\/strong> Une banque refusera la plupart du temps de pr\u00eater \u00e0 une entreprise ayant un taux d\u2019endettement sup\u00e9rieur \u00e0 100%.<\/li>\n<\/ul>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-full wp-image-16767\" src=\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/formule-taux-endettement.png\" alt=\"bilan fonctionnel : Taux d'enfettement financier = ((Dettes financi\u00e8res + tr\u00e9sorerie passive) \/ Ressources stables)) x 100\" width=\"570\" height=\"50\" \/><\/p>\n<ul>\n<li>Le poids du besoin en fonds de roulement en nombre de jours de chiffre d&rsquo;affaires exprime <strong>le nombre de jours de chiffre d&rsquo;affaires que l&rsquo;entreprise va consacrer pour financer son besoin en fonds de roulement.<\/strong><\/li>\n<\/ul>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" src=\"data:image\/png;base64,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\" alt=\"bilan fonctionnel : Poids du besoin en fonds de roulement = (BFR \/ Chiffre d'affaires hors taxes) x 360\" width=\"590\" height=\"54\" \/><\/p>\n<p style=\"text-align: center;\">\u00a0<img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" alt=\"Le bilan fonctionnel\" width=\"365\" height=\"210\" \/><\/p>\n<p>Gr\u00e2ce \u00e0 ces quelques indicateurs, vous voil\u00e0 en mesure de juger plus pr\u00e9cis\u00e9ment la situation financi\u00e8re d\u2019une entreprise \u00e0 partir du bilan fonctionnel. Pour une analyse plus approfondie et des conseils pour am\u00e9liorer ces indicateurs, n\u2019h\u00e9sitez pas \u00e0 vous tourner vers un expert-comptable qui pourra \u00e9tablir d\u2019autres indicateurs plus sp\u00e9cifiques et adapt\u00e9s \u00e0 votre activit\u00e9.<\/p>\n<p>[cta]Les experts-comptables de Valoxy peuvent vous aider \u00e0 analyser le bilan fonctionnel de votre entreprise[\/cta]<\/p>\n<p>Retrouvez nos autres articles sur le blog de Valoxy:<\/p>\n<ul>\n<li><a href=\"https:\/\/valoxy.org\/blog\/bilan-comptable\/\">Comment lire un bilan comptable en un clin d\u2019\u0153il et 10 informations simples ?<\/a><\/li>\n<li><a title=\"La comptabilit\u00e9 analytique : d\u00e9finition et explication\" href=\"https:\/\/valoxy.org\/blog\/comptabilite-analytique-definition-explication-28082014avallau1\/\" target=\"_blank\" rel=\"noopener noreferrer\">La comptabilit\u00e9 analytique : d\u00e9finition et explication<\/a><\/li>\n<li><a title=\"Le bilan pr\u00e9visionnel\" href=\"https:\/\/valoxy.org\/blog\/le-bilan-previsionnel\/\">Le bilan pr\u00e9visionnel<\/a><\/li>\n<li><a href=\"https:\/\/valoxy.org\/blog\/bilan-fonctionnel-ratios\/\" target=\"_blank\" rel=\"noopener noreferrer\">Bilan fonctionnel : les ratios financiers<\/a><\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Le bilan fonctionnel est un \u00e9l\u00e9ment cl\u00e9 de l&rsquo;analyse financi\u00e8re. Celle-ci a pour but de synth\u00e9tiser des informations d\u2019origines diverses (dont le bilan) sur l\u2019entreprise et son environnement. Elle dresse \u00e0 partir de l\u00e0 un \u00e9tat des lieux r\u00e9aliste de&#8230;<\/p>\n","protected":false},"author":1,"featured_media":2978,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[3,9],"tags":[],"class_list":["post-2964","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-comptabilite","category-gestion"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.0 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>L\u2019analyse du bilan fonctionnel | Blog Valoxy - Expertise comptable<\/title>\n<meta name=\"description\" content=\"Valoxy vous donne quelques ratios pour analyser le bilan fonctionnel, vous aurez alors toutes les cartes en main pour juger de la situation de l&#039;entreprise.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"L\u2019analyse du bilan fonctionnel | Blog Valoxy - Expertise comptable\" \/>\n<meta property=\"og:description\" content=\"Valoxy vous donne quelques ratios pour analyser le bilan fonctionnel, vous aurez alors toutes les cartes en main pour juger de la situation de l&#039;entreprise.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\" \/>\n<meta property=\"og:site_name\" content=\"Blog Valoxy - Expertise comptable\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/Valoxy\" \/>\n<meta property=\"article:published_time\" content=\"2013-05-10T10:00:27+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2024-07-11T16:05:14+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/capitaux-propres-e1620293989801-1.png\" \/>\n\t<meta property=\"og:image:width\" content=\"700\" \/>\n\t<meta property=\"og:image:height\" content=\"463\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/png\" \/>\n<meta name=\"author\" content=\"Expert-comptable Valoxy\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"\u00c9crit par\" \/>\n\t<meta name=\"twitter:data1\" content=\"Expert-comptable Valoxy\" \/>\n\t<meta name=\"twitter:label2\" content=\"Dur\u00e9e de lecture estim\u00e9e\" \/>\n\t<meta name=\"twitter:data2\" content=\"6 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/#article\",\"isPartOf\":{\"@id\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\"},\"author\":{\"name\":\"Expert-comptable Valoxy\",\"@id\":\"https:\/\/valoxy.org\/blog\/#\/schema\/person\/d285f250195f45509ceac046366fcc4a\"},\"headline\":\"L\u2019analyse du bilan fonctionnel\",\"datePublished\":\"2013-05-10T10:00:27+00:00\",\"dateModified\":\"2024-07-11T16:05:14+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\"},\"wordCount\":1066,\"commentCount\":14,\"publisher\":{\"@id\":\"https:\/\/valoxy.org\/blog\/#organization\"},\"image\":{\"@id\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/valoxy.org\/blog\/wp-content\/uploads\/2013\/05\/capitaux-propres-e1620293989801-1.png\",\"articleSection\":[\"Comptabilit\u00e9\",\"Gestion\"],\"inLanguage\":\"fr-FR\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\",\"url\":\"https:\/\/valoxy.org\/blog\/lanalyse-du-bilan-fonctionnel\/\",\"name\":\"L\u2019analyse du bilan fonctionnel | Blog Valoxy - 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