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General EIBOR
EIBOR
The Emirates Interbank Offered Rate (EIBOR) is the benchmark rate, stated in UAE Dirhams, for financing between banks within the United Arab Emirates market. The EIBOR is calculated as an average where a panel of 9 banks submit their daily rates, with the two highest and lowest rates removed, and taking an average mean of the remaining rates
Profit Rates Summary
Rates as on DD-MM-YYYY
| Terms | Profit Rate |
| 1 Month | 3.8288% |
| 3 Months | 3.8672% |
| 6 Months | 3.9753% |
| 12 Months | 4.3473% |
| Short Week | 3.6702% |
Historical 1 Month EIBOR*
| Day | Aug 2026 | Jul 2026 | Jun 2026 | May 2026 | Apr 2026 | Mar 2026 | Feb 2026 | Jan 2026 | Dec 2025 | Nov 2025 | Oct 2025 | Sep 2025 | Aug 2025 |
| 1 | - | 3.6883% | 3.6861% | 3.6782% | 3.6577% | 3.6337% | 3.6546% | 3.7208% | 3.9593% | 3.9604% | 4.2089% | 4.3880% | 4.3241% |
| 2 | - | 3.6897% | 3.7020% | 3.6782% | 3.6523% | 3.6346% | 3.6520% | 3.7123% | 3.9593% | 3.9604% | 4.1895% | 4.3643% | 4.3241% |
| 3 | - | 3.7537% | 3.7063% | 3.6782% | 3.7474% | 3.6314% | 3.6519% | 3.7123% | 3.9406% | 3.9552% | 4.1971% | 4.3698% | 4.3241% |
| 4 | - | 3.7537% | 3.7026% | 3.6804% | 3.7474% | 3.6325% | 3.6526% | 3.7123% | 3.8757% | 3.9670% | 4.1971% | 4.3678% | 4.3330% |
| 5 | - | 3.7537% | 3.6993% | 3.6836% | 3.7474% | 3.6333% | 3.6535% | 3.6906% | 3.8776% | 3.9674% | 4.1971% | 4.3678% | 4.3530% |
| 6 | - | 3.7536% | 3.6993% | 3.6786% | 3.7485% | 3.6531% | 3.6246% | 3.6937% | 3.8776% | 3.9712% | 4.1890% | 4.3678% | 4.3775% |
| 7 | - | 3.7621% | 3.6993% | 3.7114% | 3.7516% | 3.6531% | 3.6246% | 3.6859% | 3.8776% | 3.9705% | 4.1816% | 4.3678% | 4.4333% |
| 8 | - | 3.7603% | 3.6938% | 3.7029% | 3.7833% | 3.6531% | 3.6246% | 3.6802% | 3.8496% | 3.9705% | 4.1669% | 4.3609% | 4.2655% |
| 9 | - | 3.7691% | 3.6905% | 3.7029% | 3.7831% | 3.6534% | 3.6322% | 3.6705% | 3.8244% | 3.9705% | 4.0560% | 4.3580% | 4.2655% |
| 10 | - | 3.7722% | 3.7102% | 3.7029% | 3.7564% | 3.6525% | 3.6127% | 3.6705% | 3.8100% | 3.9734% | 4.1381% | 4.3325% | 4.2655% |
| 11 | - | 3.7722% | 3.7424% | 3.6989% | 3.7564% | 3.6448% | 3.6085% | 3.6705% | 3.7876% | 3.9700% | 4.1381% | 4.3228% | 4.3833% |
| 12 | - | 3.7722% | 3.7362% | 3.6957% | 3.7564% | 3.6308% | 3.5863% | 3.6666% | 3.7734% | 3.9692% | 4.1381% | 4.3173% | 4.3748% |
| 13 | - | 3.7176% | 3.7362% | 3.6976% | 3.7482% | 3.6290% | 3.5693% | 3.6659% | 3.7734% | 3.9136% | 4.1326% | 4.3173% | 4.3799% |
| 14 | - | 3.7238% | 3.7362% | 3.7013% | 3.7499% | 3.6290% | 3.5693% | 3.6687% | 3.7734% | 3.9611% | 4.1096% | 4.3173% | 4.3835% |
| 15 | - | 3.7275% | 3.7362% | 3.7217% | 3.7437% | 3.6290% | 3.5693% | 3.6341% | 3.7476% | 3.9611% | 4.0987% | 4.3134% | 4.3982% |
| 16 | - | 3.7446% | 3.7221% | 3.7217% | 3.7441% | 3.6461% | 3.5720% | 3.6689% | 3.7541% | 3.9611% | 4.0838% | 4.3186% | 4.3982% |
| 17 | - | 3.7561% | 3.6725% | 3.7217% | 3.7250% | 3.6468% | 3.5402% | 3.6689% | 3.7454% | 3.9691% | 4.0672% | 4.3061% | 4.3982% |
| 18 | - | 3.7561% | 3.6793% | 3.7249% | 3.7250% | 3.6604% | 3.5688% | 3.6689% | 3.7311% | 3.9688% | 4.0672% | 4.3021% | 4.4116% |
| 19 | - | 3.7561% | 3.6777% | 3.7270% | 3.7250% | 3.6604% | 3.5694% | 3.6657% | 3.7434% | 3.9697% | 4.0672% | 4.2749% | 4.4010% |
| 20 | - | 3.7333% | 3.6777% | 3.7241% | 3.7066% | 3.6604% | 3.5694% | 3.6726% | 3.7434% | 3.9801% | 4.0744% | 4.2749% | 4.3993% |
| 21 | - | 3.7611% | 3.6777% | 3.7193% | 3.6849% | 3.6604% | 3.5694% | 3.6658% | 3.7434% | 3.9728% | 4.0659% | 4.2749% | 4.3963% |
| 22 | - | 3.7879% | 3.6885% | 3.7175% | 3.6815% | 3.6604% | 3.5694% | 3.6662% | 3.7407% | 3.9728% | 4.0551% | 4.2430% | 4.3995% |
| 23 | - | 3.7782% | 3.7098% | 3.7175% | 3.6800% | 3.6708% | 3.5898% | 3.6617% | 3.7386% | 3.9728% | 4.0419% | 4.2485% | 4.3995% |
| 24 | - | 3.7832% | 3.7104% | 3.7175% | 3.6794% | 3.6728% | 3.5960% | 3.6617% | 3.7365% | 3.9650% | 4.0269% | 4.2213% | 4.3995% |
| 25 | - | 3.7832% | 3.6838% | 3.6879% | 3.6794% | 3.6875% | 3.5996% | 3.6617% | 3.7427% | 3.9645% | 4.0269% | 4.2126% | 4.3953% |
| 26 | - | 3.7832% | 3.6794% | 3.6879% | 3.6794% | 3.6428% | 3.6180% | 3.6513% | 3.7439% | 3.9649% | 4.0269% | 4.1450% | 4.3170% |
| 27 | - | 3.7872% | 3.6794% | 3.6879% | 3.6862% | 3.6426% | 3.6337% | 3.6513% | 3.7439% | 3.9509% | 4.0111% | 4.1450% | 4.4046% |
| 28 | - | 3.8114% | 3.6794% | 3.6879% | 3.6921% | 3.6426% | 3.6337% | 3.6524% | 3.7439% | 3.9593% | 4.0066% | 4.1450% | 4.3943% |
| 29 | - | 3.8320% | 3.6871% | 3.6879% | 3.6800% | 3.6426% | - | 3.6537% | 3.7140% | 3.9593% | 3.9938% | 4.1663% | 4.3891% |
| 30 | - | 3.8288% | 3.6853% | 3.6879% | 3.6802% | 3.6449% | - | 3.6546% | 3.7235% | 3.9593% | 3.9591% | 4.2126% | 4.3891% |
| 31 | - | 3.8288% | - | 3.6879% | - | 3.6488% | - | 3.6546% | 3.7208% | - | 3.9604% | - | 4.3891% |
Historical 3 Month EIBOR*
| Day | Aug 2026 | Jul 2026 | Jun 2026 | May 2026 | Apr 2026 | Mar 2026 | Feb 2026 | Jan 2026 | Dec 2025 | Nov 2025 | Oct 2025 | Sep 2025 | Aug 2025 |
| 1 | - | 3.9009% | 3.6316% | 3.7593% | 3.7025% | 3.6668% | 3.5753% | 3.7001% | 3.8472% | 3.7858% | 4.0033% | 4.2039% | 4.3085% |
| 2 | - | 3.8192% | 3.6875% | 3.7593% | 3.6638% | 3.5929% | 3.5937% | 3.6250% | 3.8472% | 3.7858% | 3.8776% | 4.2010% | 4.3085% |
| 3 | - | 3.8661% | 3.6883% | 3.7593% | 3.7625% | 3.4748% | 3.6055% | 3.6250% | 3.6250% | 3.7106% | 3.9336% | 4.2037% | 4.3085% |
| 4 | - | 3.8661% | 3.6945% | 3.7275% | 3.7625% | 3.5301% | 3.6011% | 3.6250% | 3.7301% | 3.5811% | 3.9336% | 4.0965% | 4.1934% |
| 5 | - | 3.8661% | 3.7379% | 3.7944% | 3.7625% | 3.5924% | 3.6000% | 3.4744% | 3.7102% | 3.7729% | 3.9336% | 4.0965% | 4.2834% |
| 6 | - | 3.8699% | 3.7379% | 3.6950% | 3.8438% | 3.5794% | 3.4631% | 3.5350% | 3.7102% | 3.7883% | 3.9422% | 4.0965% | 4.1749% |
| 7 | - | 3.9720% | 3.7379% | 3.7599% | 3.8138% | 3.5794% | 3.4631% | 3.6350% | 3.7102% | 3.7136% | 3.9676% | 4.0965% | 4.1673% |
| 8 | - | 3.9253% | 3.7134% | 3.7472% | 3.8432% | 3.5794% | 3.4631% | 3.6299% | 3.6771% | 3.7136% | 3.9577% | 4.1454% | 4.1541% |
| 9 | - | 3.8625% | 3.7919% | 3.7472% | 3.8132% | 3.4828% | 3.5823% | 3.4360% | 3.6673% | 3.7136% | 3.9734% | 4.0547% | 4.1541% |
| 10 | - | 3.8596% | 3.8000% | 3.7472% | 3.7319% | 3.5992% | 3.5556% | 3.4360% | 3.7466% | 3.7175% | 3.9821% | 4.0839% | 4.1541% |
| 11 | - | 3.8596% | 3.7856% | 3.7198% | 3.7319% | 3.5761% | 3.4955% | 3.4360% | 3.7055% | 3.6920% | 3.9821% | 4.1335% | 4.1984% |
| 12 | - | 3.8596% | 3.7611% | 3.8505% | 3.7319% | 3.6286% | 3.5817% | 3.4829% | 3.6822% | 3.7744% | 3.9821% | 3.9635% | 4.1897% |
| 13 | - | 3.8048% | 3.7611% | 3.8355% | 3.8567% | 3.6447% | 3.5250% | 3.6081% | 3.6822% | 3.7508% | 3.9533% | 3.9635% | 4.1925% |
| 14 | - | 3.9004% | 3.7611% | 3.6240% | 3.7194% | 3.6447% | 3.5250% | 3.6156% | 3.6822% | 3.8411% | 3.9424% | 3.9635% | 4.3019% |
| 15 | - | 3.8504% | 3.7611% | 3.7831% | 3.8057% | 3.6447% | 3.5250% | 3.6125% | 3.5919% | 3.8411% | 3.8516% | 4.0549% | 4.1795% |
| 16 | - | 3.9138% | 3.7555% | 3.7831% | 3.7871% | 3.6474% | 3.6172% | 3.4998% | 3.6776% | 3.8411% | 3.9913% | 4.0983% | 4.1795% |
| 17 | - | 3.8281% | 3.7492% | 3.7831% | 3.6759% | 3.5634% | 3.5539% | 3.4998% | 3.6805% | 3.7851% | 3.8604% | 4.0955% | 4.1795% |
| 18 | - | 3.8281% | 3.7958% | 3.7130% | 3.6759% | 3.6256% | 3.5561% | 3.4998% | 3.7148% | 3.8601% | 3.8604% | 4.0454% | 4.1395% |
| 19 | - | 3.8281% | 3.8693% | 3.8579% | 3.6759% | 3.6256% | 3.5589% | 3.6281% | 3.6107% | 3.7884% | 3.8604% | 4.0672% | 4.2143% |
| 20 | - | 3.8061% | 3.8693% | 3.8620% | 3.6703% | 3.6256% | 3.5870% | 3.5923% | 3.6107% | 3.8692% | 3.7584% | 4.0672% | 4.2357% |
| 21 | - | 3.8343% | 3.8693% | 3.6984% | 3.7018% | 3.6256% | 3.5870% | 3.5957% | 3.6107% | 3.7898% | 3.8660% | 4.0672% | 4.2592% |
| 22 | - | 3.7941% | 3.9382% | 3.7345% | 3.7313% | 3.6256% | 3.5870% | 3.6046% | 3.6794% | 3.7898% | 3.8512% | 3.9823% | 4.0831% |
| 23 | - | 3.7722% | 3.8155% | 3.7345% | 3.6926% | 3.6938% | 3.5866% | 3.5522% | 3.7529% | 3.7898% | 3.6732% | 3.9953% | 4.0831% |
| 24 | - | 3.8049% | 3.8891% | 3.7345% | 3.7535% | 3.6891% | 3.5805% | 3.5522% | 3.5947% | 3.8162% | 3.8184% | 3.9468% | 4.0831% |
| 25 | - | 3.8049% | 3.9550% | 3.7655% | 3.7535% | 3.6679% | 3.6680% | 3.5522% | 3.6402% | 3.8483% | 3.8184% | 3.9645% | 4.1561% |
| 26 | - | 3.8049% | 3.8008% | 3.7655% | 3.7535% | 3.6900% | 3.5984% | 3.6353% | 3.5351% | 3.8773% | 3.8184% | 4.0399% | 4.2545% |
| 27 | - | 3.8421% | 3.8008% | 3.7655% | 3.6701% | 3.6387% | 3.6668% | 3.5712% | 3.5351% | 3.8063% | 3.8173% | 4.0399% | 4.2657% |
| 28 | - | 3.9107% | 3.8008% | 3.7655% | 3.7125% | 3.6387% | 3.6668% | 3.6677% | 3.5351% | 3.8472% | 3.7632% | 4.0399% | 4.1951% |
| 29 | - | 3.9302% | 3.7937% | 3.7655% | 3.7342% | 3.6387% | - | 3.4827% | 3.6288% | 3.8472% | 3.7833% | 4.0031% | 4.1015% |
| 30 | - | 3.8672% | 3.8492% | 3.7655% | 3.6946% | 3.6503% | - | 3.5753% | 3.6705% | 3.8472% | 3.8082% | 3.9628% | 4.1015% |
| 31 | - | 3.8672% | - | 3.7655% | - | 3.8849% | - | 3.5753% | 3.7001% | - | 3.7858% | - | 4.1015% |
Historical 6 Month EIBOR*
| Day | Aug 2026 | Jul 2026 | Jun 2026 | May 2026 | Apr 2026 | Mar 2026 | Feb 2026 | Jan 2026 | Dec 2025 | Nov 2025 | Oct 2025 | Sep 2025 | Aug 2025 |
| 1 | - | 3.9406% | 3.8314% | 3.7395% | 3.6719% | 3.5670% | 3.5178% | 3.5781% | 3.6500% | 3.7270% | 3.9103% | 4.1379% | 4.0717% |
| 2 | - | 3.9324% | 3.8486% | 3.7395% | 3.7112% | 3.6762% | 3.5566% | 3.5405% | 3.6500% | 3.7270% | 3.9710% | 4.1334% | 4.0717% |
| 3 | - | 3.9084% | 3.8062% | 3.7395% | 3.7529% | 3.4962% | 3.5735% | 3.5405% | 3.6400% | 3.6943% | 3.8851% | 4.1109% | 4.0717% |
| 4 | - | 3.9084% | 3.8035% | 3.7898% | 3.7529% | 3.5873% | 3.6016% | 3.5405% | 3.6570% | 3.6938% | 3.8851% | 4.0940% | 4.1180% |
| 5 | - | 3.9084% | 3.7456% | 3.8035% | 3.7529% | 3.5348% | 3.5546% | 3.5248% | 3.6449% | 3.7547% | 3.8851% | 4.0940% | 4.1459% |
| 6 | - | 3.9054% | 3.7456% | 3.7792% | 3.7943% | 3.5532% | 3.6258% | 3.6311% | 3.6449% | 3.6782% | 3.8109% | 4.0940% | 4.3020% |
| 7 | - | 3.9509% | 3.7456% | 3.7400% | 3.8037% | 3.5532% | 3.6258% | 3.5829% | 3.6449% | 3.7571% | 3.8663% | 4.0940% | 4.1893% |
| 8 | - | 3.9537% | 3.7315% | 3.8058% | 3.8420% | 3.5532% | 3.6258% | 3.5191% | 3.6414% | 3.7571% | 3.8653% | 4.1247% | 4.2478% |
| 9 | - | 4.0298% | 3.7363% | 3.8058% | 3.8434% | 3.5495% | 3.6630% | 3.5691% | 3.6341% | 3.7571% | 3.8618% | 4.0565% | 4.2478% |
| 10 | - | 3.9563% | 3.7388% | 3.8058% | 3.8311% | 3.5594% | 3.6764% | 3.5691% | 3.6335% | 3.6923% | 3.8637% | 3.9420% | 4.2478% |
| 11 | - | 3.9563% | 3.7919% | 3.7052% | 3.8311% | 3.5639% | 3.6817% | 3.5691% | 3.6436% | 3.7267% | 3.8637% | 3.9295% | 4.2225% |
| 12 | - | 3.9563% | 3.7721% | 3.7955% | 3.8311% | 3.5179% | 3.6028% | 3.5425% | 3.5937% | 3.7475% | 3.8637% | 3.9416% | 4.2780% |
| 13 | - | 3.9573% | 3.7721% | 3.7736% | 3.8134% | 3.5225% | 3.5344% | 3.4684% | 3.5937% | 3.7469% | 3.7890% | 3.9416% | 4.2208% |
| 14 | - | 4.0375% | 3.7721% | 3.7709% | 3.8062% | 3.5225% | 3.5344% | 3.5498% | 3.5937% | 3.7499% | 3.7826% | 3.9416% | 4.2249% |
| 15 | - | 4.0042% | 3.7721% | 3.7762% | 3.8085% | 3.5225% | 3.5344% | 3.5630% | 3.5911% | 3.7499% | 3.7526% | 4.0126% | 4.2309% |
| 16 | - | 4.0019% | 3.7504% | 3.7762% | 3.8047% | 3.4993% | 3.5621% | 3.5556% | 3.6415% | 3.7499% | 3.8036% | 3.9514% | 4.2309% |
| 17 | - | 4.0291% | 3.7522% | 3.7762% | 3.7254% | 3.5209% | 3.5230% | 3.5556% | 3.5946% | 3.6207% | 3.7970% | 3.9419% | 4.2309% |
| 18 | - | 4.0291% | 3.7319% | 3.8087% | 3.7254% | 3.5570% | 3.5409% | 3.5556% | 3.6036% | 3.6737% | 3.7970% | 3.9274% | 4.0653% |
| 19 | - | 4.0291% | 3.7328% | 3.7523% | 3.7254% | 3.5570% | 3.5890% | 3.5690% | 3.6106% | 3.6887% | 3.7970% | 3.9752% | 4.1489% |
| 20 | - | 3.9232% | 3.7328% | 3.7318% | 3.7246% | 3.5570% | 3.6568% | 3.5330% | 3.6106% | 3.6900% | 3.7833% | 3.9752% | 4.1926% |
| 21 | - | 3.8149% | 3.7328% | 3.7414% | 3.7237% | 3.5570% | 3.6568% | 3.5963% | 3.6106% | 3.6951% | 3.6872% | 3.9752% | 4.2097% |
| 22 | - | 3.8939% | 3.7661% | 3.6471% | 3.7164% | 3.5570% | 3.6568% | 3.5067% | 3.7229% | 3.6951% | 3.7356% | 4.0125% | 4.1838% |
| 23 | - | 3.9079% | 3.8650% | 3.6471% | 3.7118% | 3.5681% | 3.6675% | 3.6198% | 3.7261% | 3.6951% | 3.7494% | 4.0016% | 4.1838% |
| 24 | - | 3.8913% | 3.8339% | 3.6471% | 3.7547% | 3.5754% | 3.6167% | 3.6198% | 3.7323% | 3.6855% | 3.6639% | 4.0299% | 4.1838% |
| 25 | - | 3.8913% | 3.9274% | 3.8350% | 3.7547% | 3.6164% | 3.6214% | 3.6198% | 3.7268% | 3.7290% | 3.6639% | 3.9277% | 4.1805% |
| 26 | - | 3.8913% | 3.8996% | 3.8350% | 3.7547% | 3.6328% | 3.6231% | 3.5850% | 3.6527% | 3.6797% | 3.6639% | 3.9088% | 4.2061% |
| 27 | - | 3.9434% | 3.8996% | 3.8350% | 3.7548% | 3.5999% | 3.5670% | 3.5955% | 3.6527% | 3.6592% | 3.6736% | 3.9088% | 4.2092% |
| 28 | - | 3.9611% | 3.8996% | 3.8350% | 3.7530% | 3.5999% | 3.5670% | 3.5623% | 3.6527% | 3.6500% | 3.6621% | 3.9088% | 4.1921% |
| 29 | - | 3.9768% | 3.8914% | 3.8350% | 3.7626% | 3.5999% | - | 3.5466% | 3.6154% | 3.6500% | 3.6632% | 3.8934% | 4.1421% |
| 30 | - | 3.9753% | 3.9642% | 3.8350% | 3.7822% | 3.6402% | - | 3.5178% | 3.5073% | 3.6500% | 3.6429% | 3.8979% | 4.1421% |
| 31 | - | 3.9753% | - | 3.8350% | - | 3.7223% | - | 3.5178% | 3.5781% | - | 3.7270% | - | 4.1421% |
Historical 12 Month EIBOR*
| Day | Aug 2026 | Jul 2026 | Jun 2026 | May 2026 | Apr 2026 | Mar 2026 | Feb 2026 | Jan 2026 | Dec 2025 | Nov 2025 | Oct 2025 | Sep 2025 | Aug 2025 |
| 1 | - | 4.1734% | 3.9771% | 3.9835% | 3.9692% | 3.6198% | 3.6351% | 3.5612% | 3.6017% | 3.6669% | 3.8374% | 4.1694% | 4.1237% |
| 2 | - | 4.1372% | 3.9748% | 3.9835% | 3.9148% | 3.6739% | 3.6818% | 3.5373% | 3.6017% | 3.6669% | 3.8318% | 4.0946% | 4.1237% |
| 3 | - | 4.2144% | 4.0109% | 3.9835% | 3.9841% | 3.7612% | 3.6163% | 3.5373% | 3.5208% | 3.7148% | 3.8196% | 4.0693% | 4.1237% |
| 4 | - | 4.2144% | 4.1894% | 3.9651% | 3.9841% | 3.6559% | 3.6832% | 3.5373% | 3.6370% | 3.7441% | 3.8196% | 4.1439% | 4.1658% |
| 5 | - | 4.2144% | 4.1644% | 4.0125% | 3.9841% | 3.7466% | 3.7173% | 3.6131% | 3.6419% | 3.7086% | 3.8196% | 4.1439% | 4.1312% |
| 6 | - | 4.1721% | 4.1644% | 3.9990% | 3.9847% | 3.7776% | 3.6815% | 3.6302% | 3.6419% | 3.8682% | 3.7633% | 4.1439% | 4.1830% |
| 7 | - | 4.1448% | 4.1644% | 3.9983% | 3.9944% | 3.7776% | 3.6815% | 3.6368% | 3.6419% | 3.8440% | 3.8857% | 4.1439% | 4.1174% |
| 8 | - | 4.1007% | 4.1201% | 3.9860% | 3.9998% | 3.7776% | 3.6815% | 3.6339% | 3.6348% | 3.8440% | 3.8915% | 4.1068% | 4.0909% |
| 9 | - | 4.1161% | 4.0625% | 3.9860% | 3.8866% | 3.7911% | 3.7847% | 3.6081% | 3.6247% | 3.8440% | 3.8962% | 4.0698% | 4.0909% |
| 10 | - | 4.2260% | 4.0667% | 3.9860% | 3.9594% | 3.5631% | 3.6527% | 3.6081% | 3.6002% | 3.8486% | 3.9036% | 4.0001% | 4.0909% |
| 11 | - | 4.2260% | 4.0110% | 3.9834% | 3.9594% | 3.6802% | 3.6281% | 3.6081% | 3.6347% | 3.8487% | 3.9036% | 3.9639% | 4.2012% |
| 12 | - | 4.2260% | 4.0575% | 4.0180% | 3.9594% | 3.7860% | 3.5926% | 3.5636% | 3.6462% | 3.8389% | 3.9036% | 3.9032% | 4.1283% |
| 13 | - | 4.1953% | 4.0575% | 4.0056% | 3.8735% | 3.5840% | 3.6614% | 3.5436% | 3.6462% | 3.8579% | 3.8221% | 3.9032% | 4.1333% |
| 14 | - | 4.1706% | 4.0575% | 4.0063% | 4.0571% | 3.5840% | 3.6614% | 3.5831% | 3.6462% | 3.7894% | 3.9036% | 3.9032% | 4.2013% |
| 15 | - | 4.0501% | 4.0575% | 4.0056% | 4.0000% | 3.5840% | 3.6614% | 3.6333% | 3.6274% | 3.7894% | 3.8960% | 3.9229% | 4.1072% |
| 16 | - | 4.1206% | 3.9845% | 4.0056% | 4.0125% | 3.6491% | 3.6760% | 3.6426% | 3.6514% | 3.7894% | 3.9431% | 3.9111% | 4.1072% |
| 17 | - | 4.1239% | 3.9584% | 4.0056% | 4.0250% | 3.6403% | 3.6911% | 3.6426% | 3.6360% | 3.7540% | 3.7950% | 3.8636% | 4.1072% |
| 18 | - | 4.1239% | 4.0500% | 4.0112% | 4.0250% | 3.6856% | 3.7012% | 3.6426% | 3.6321% | 3.7371% | 3.7950% | 3.8685% | 4.1858% |
| 19 | - | 4.1239% | 4.0620% | 4.0353% | 4.0250% | 3.6856% | 3.6879% | 3.5652% | 3.6260% | 3.7570% | 3.7950% | 3.8649% | 4.0379% |
| 20 | - | 4.1639% | 4.0620% | 4.0885% | 4.0250% | 3.6856% | 3.6309% | 3.6323% | 3.6260% | 3.7474% | 3.7663% | 3.8649% | 4.1341% |
| 21 | - | 4.1325% | 4.0620% | 3.9750% | 4.0113% | 3.6856% | 3.6309% | 3.6472% | 3.6260% | 3.6814% | 3.7149% | 3.8649% | 4.1142% |
| 22 | - | 4.1233% | 4.0750% | 4.0317% | 3.9942% | 3.6856% | 3.6309% | 3.6157% | 3.6462% | 3.6814% | 3.6179% | 3.8142% | 4.1795% |
| 23 | - | 4.1342% | 4.1918% | 4.0317% | 3.9885% | 3.6246% | 3.7357% | 3.6793% | 3.6429% | 3.6814% | 3.6827% | 3.8010% | 4.1795% |
| 24 | - | 4.1500% | 4.2595% | 4.0317% | 4.0755% | 3.6981% | 3.7535% | 3.6793% | 3.6365% | 3.6586% | 3.6880% | 3.7181% | 4.1795% |
| 25 | - | 4.1500% | 4.1337% | 3.9250% | 4.0755% | 3.7644% | 3.7656% | 3.6793% | 3.6235% | 3.7049% | 3.6880% | 3.8015% | 4.2044% |
| 26 | - | 4.1500% | 4.1676% | 3.9250% | 4.0755% | 3.8375% | 3.7689% | 3.4496% | 3.6258% | 3.6486% | 3.6880% | 3.8083% | 4.2096% |
| 27 | - | 4.2455% | 4.1676% | 3.9250% | 4.0091% | 3.8346% | 3.6198% | 3.6689% | 3.6258% | 3.6216% | 3.6798% | 3.8083% | 4.2164% |
| 28 | - | 4.2352% | 4.1676% | 3.9250% | 3.9989% | 3.8346% | 3.6198% | 3.7081% | 3.6258% | 3.6017% | 3.6769% | 3.8083% | 4.0992% |
| 29 | - | 4.2439% | 4.1411% | 3.9250% | 3.9913% | 3.8346% | - | 3.7108% | 3.6386% | 3.6017% | 3.6822% | 3.7270% | 4.1544% |
| 30 | - | 4.3473% | 4.1732% | 3.9250% | 3.9016% | 3.9164% | - | 3.6351% | 3.5424% | 3.6017% | 3.6743% | 3.8196% | 4.1544% |
| 31 | - | 4.3473% | - | 3.9250% | - | 3.9398% | - | 3.6351% | 3.5612% | - | 3.6669% | - | 4.1544% |
Historical Short week EIBOR*
| Day | Aug 2026 | Jul 2026 | Jun 2026 | May 2026 | Apr 2026 | Mar 2026 | Feb 2026 | Jan 2026 | Dec 2025 | Nov 2025 | Oct 2025 | Sep 2025 | Aug 2025 |
| 1 | - | 3.6497% | 3.5858% | 3.6941% | 3.6769% | 3.6445% | 3.6010% | 3.7089% | 3.8695% | 4.1826% | 4.2076% | 4.4902% | 4.4787% |
| 2 | - | 3.6683% | 3.5420% | 3.6941% | 3.6788% | 3.6261% | 3.5954% | 3.7551% | 3.8695% | 4.1826% | 4.1996% | 4.4810% | 4.4787% |
| 3 | - | 3.6991% | 3.6053% | 3.6941% | 3.6838% | 3.6508% | 3.5872% | 3.7551% | 3.9045% | 4.1258% | 4.1726% | 4.4891% | 4.4787% |
| 4 | - | 3.6991% | 3.6597% | 3.6713% | 3.6838% | 3.6589% | 3.6307% | 3.7551% | 3.9117% | 4.0186% | 4.1726% | 4.4872% | 4.4415% |
| 5 | - | 3.6991% | 3.6490% | 3.6275% | 3.6838% | 3.6660% | 3.6408% | 3.7576% | 3.9082% | 4.0011% | 4.1726% | 4.4872% | 4.4880% |
| 6 | - | 3.7088% | 3.6490% | 3.6438% | 3.7225% | 3.7117% | 3.6692% | 3.7459% | 3.9082% | 3.9835% | 4.1925% | 4.4872% | 4.4534% |
| 7 | - | 3.7325% | 3.6490% | 3.6666% | 3.6767% | 3.7117% | 3.6692% | 3.7555% | 3.9082% | 3.9699% | 4.1820% | 4.4872% | 4.4489% |
| 8 | - | 3.7087% | 3.6382% | 3.6386% | 3.6673% | 3.7117% | 3.6692% | 3.7008% | 3.8766% | 3.9699% | 4.2301% | 4.4567% | 4.3568% |
| 9 | - | 3.6190% | 3.6399% | 3.6386% | 3.6877% | 3.6754% | 3.6710% | 3.7055% | 3.8492% | 3.9699% | 4.2036% | 4.4654% | 4.3568% |
| 10 | - | 3.6525% | 3.5534% | 3.6386% | 3.6963% | 3.6990% | 3.6498% | 3.7055% | 3.7780% | 3.9534% | 4.1715% | 4.4470% | 4.3568% |
| 11 | - | 3.6525% | 3.6062% | 3.6498% | 3.6963% | 3.7112% | 3.5934% | 3.7055% | 3.7724% | 3.9451% | 4.1715% | 4.4526% | 4.4371% |
| 12 | - | 3.6525% | 3.6464% | 3.6002% | 3.6963% | 3.4947% | 3.5779% | 3.6981% | 3.7203% | 3.9317% | 4.1715% | 4.4402% | 4.4734% |
| 13 | - | 3.6597% | 3.6464% | 3.5964% | 3.6748% | 3.6770% | 3.5773% | 3.6919% | 3.7203% | 3.9324% | 4.1015% | 4.4402% | 4.4617% |
| 14 | - | 3.6460% | 3.6464% | 3.6596% | 3.6983% | 3.6770% | 3.5773% | 3.6834% | 3.7203% | 3.8815% | 4.1591% | 4.4402% | 4.4806% |
| 15 | - | 3.6200% | 3.6464% | 3.6708% | 3.7011% | 3.6770% | 3.5773% | 3.6563% | 3.6902% | 3.8815% | 4.1547% | 4.4099% | 4.4700% |
| 16 | - | 3.6081% | 3.5882% | 3.6708% | 3.6861% | 3.6634% | 3.6040% | 3.6776% | 3.6757% | 3.8815% | 4.1974% | 4.3942% | 4.4700% |
| 17 | - | 3.7029% | 3.6025% | 3.6708% | 3.6773% | 3.6148% | 3.6052% | 3.6776% | 3.7159% | 3.8686% | 4.1789% | 4.3757% | 4.4700% |
| 18 | - | 3.7029% | 3.6518% | 3.6202% | 3.6773% | 3.6296% | 3.5930% | 3.6776% | 3.7110% | 3.8747% | 4.1789% | 4.3789% | 4.4641% |
| 19 | - | 3.7029% | 3.6535% | 3.6194% | 3.6773% | 3.6296% | 3.5115% | 3.6762% | 3.7242% | 3.8809% | 4.1789% | 4.3591% | 4.4663% |
| 20 | - | 3.6574% | 3.6535% | 3.5775% | 3.7048% | 3.6296% | 3.5630% | 3.6774% | 3.7242% | 3.9193% | 4.1808% | 4.3591% | 4.4700% |
| 21 | - | 3.6518% | 3.6535% | 3.5216% | 3.7059% | 3.6296% | 3.5630% | 3.6751% | 3.7242% | 3.9240% | 4.1474% | 4.3591% | 4.4777% |
| 22 | - | 3.6500% | 3.6465% | 3.5708% | 3.7073% | 3.6296% | 3.5630% | 3.6733% | 3.7250% | 3.9240% | 4.1893% | 4.3058% | 4.4805% |
| 23 | - | 3.5851% | 3.6623% | 3.5708% | 3.6381% | 3.6387% | 3.6094% | 3.6468% | 3.7282% | 3.9240% | 4.1655% | 4.2523% | 4.4805% |
| 24 | - | 3.6043% | 3.6544% | 3.5708% | 3.6173% | 3.6531% | 3.6262% | 3.6468% | 3.7175% | 3.9177% | 4.1665% | 4.2488% | 4.4805% |
| 25 | - | 3.6043% | 3.6516% | 3.6400% | 3.6173% | 3.6405% | 3.6217% | 3.6468% | 3.7144% | 3.9349% | 4.1665% | 4.2401% | 4.4785% |
| 26 | - | 3.6043% | 3.6655% | 3.6400% | 3.6173% | 3.7055% | 3.6033% | 3.6527% | 3.7354% | 3.8690% | 4.1665% | 4.1977% | 4.4793% |
| 27 | - | 3.6219% | 3.6655% | 3.6400% | 3.6669% | 3.6728% | 3.6445% | 3.6472% | 3.7354% | 3.9337% | 4.1677% | 4.1977% | 4.4859% |
| 28 | - | 3.6616% | 3.6655% | 3.6400% | 3.6878% | 3.6728% | 3.6445% | 3.6465% | 3.7354% | 3.8695% | 4.1580% | 4.1977% | 4.4863% |
| 29 | - | 3.6643% | 3.6298% | 3.6400% | 3.6844% | 3.6728% | - | 3.5951% | 3.7232% | 3.8695% | 4.1670% | 4.1717% | 4.4953% |
| 30 | - | 3.6702% | 3.6478% | 3.6400% | 3.6341% | 3.7188% | - | 3.6010% | 3.7200% | 3.8695% | 4.1700% | 4.1981% | 4.4953% |
| 31 | - | 3.6702% | - | 3.6400% | - | 3.6828% | - | 3.6010% | 3.7089% | - | 4.1826% | - | 4.4953% |
- *Above rates as published on Central Bank’s website are available on T+2 basis, i.e. Rates published on Central Bank’s website for 1st of a month will be applied on 3rd of the same month, as given above.
- To view UAE Central Bank’s latest EIBOR, please visit centralbank.ae
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