@phd_shopulatov · Post #4429 · 08/13/2022, 09:11 AM
#misol @matematikadan_milliy_sertifikat
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Source channel @githubtrending · Post #15021 · Aug 1
#go#argocd#cloud_native#cncf#container_management#devops#ebpf#hacktoberfest#istio#jenkins#k8s#kubernetes#kubernetes_platform_solution#kubesphere#llm#multi_cluster#observability#servicemesh KubeSphere is an easy-to-use, open-source platform that helps you manage Kubernetes clusters across clouds, data centers, and edge devices from one place. It offers a friendly web interface, supports multi-cluster and multi-tenant management, and automates DevOps tasks like CI/CD pipelines. You get built-in monitoring, logging, alerting, and security features such as role-based access control. It also includes an App Store for quick deployment of applications and supports various storage and networking options. This makes managing complex Kubernetes environments simpler, faster, and more secure, saving you time and reducing operational challenges. https://github.com/kubesphere/kubesphere
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@phd_shopulatov · Post #4429 · 08/13/2022, 09:11 AM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4426 · 08/11/2022, 09:07 AM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4424 · 08/11/2022, 06:50 AM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4416 · 08/05/2022, 02:59 AM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4403 · 07/27/2022, 01:14 PM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4402 · 07/26/2022, 04:37 AM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4396 · 07/22/2022, 05:09 AM
#misol
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@phd_shopulatov · Post #4372 · 07/05/2022, 12:18 PM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #4312 · 06/05/2022, 02:14 PM
#misol @matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #3938 · 10/23/2021, 03:21 AM
#misol Berilgan tengsizlikni yeching. 👉@matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #3924 · 10/16/2021, 01:32 AM
#misol P(x) = x³ + ax² + bx + c ko'phad berilgan. Ushbu ko'phadning ildizlari cos(2π/7), cos(4π/7) va cos(6π/7) bo'lsa, a•b•c ning qiymatini toping. 👉@matematikadan_milliy_sertifikat
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@phd_shopulatov · Post #3921 · 10/15/2021, 04:15 PM
#misol Rasmda berilgan trigonometrik tenglamaning [0,π] dagi yechimlar sonini aniqlang. 👉@matematikadan_milliy_sertifikat
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