binary may not always be the simplest with which to work. Even though many editing features are available on the market, not all provide a easy solution. We designed DocHub to make editing effortless, no matter the form format. With DocHub, you can quickly and effortlessly conceal issue in binary. On top of that, DocHub gives a variety of other functionality including document creation, automation and management, sector-compliant eSignature tools, and integrations.
DocHub also enables you to save time by creating document templates from documents that you utilize regularly. On top of that, you can benefit from our a lot of integrations that allow you to connect our editor to your most used apps with ease. Such a solution makes it fast and simple to work with your documents without any delays.
DocHub is a handy feature for personal and corporate use. Not only does it provide a extensive collection of capabilities for document generation and editing, and eSignature implementation, but it also has a variety of features that come in handy for creating multi-level and simple workflows. Anything uploaded to our editor is kept risk-free according to leading industry standards that shield users' information.
Make DocHub your go-to option and simplify your document-based workflows with ease!
hey hello and welcome to todayamp;#39;s gfg problem of the day hope youamp;#39;re doing well so letamp;#39;s see todayamp;#39;s problem bottom view of binary tree so what the problem is saying is weamp;#39;ll be given a binary tree okay and we want to return the elements okay which which which are visible uh in the bottom view of the binary tree so when we say bottom view right so weamp;#39;ll have to look towards this uh Direction okay towards this direction that is from the bottom okay so in order to view the elements the elements which are going to be viewed in the bottom bottom view of the tree so first we need to first letamp;#39;s mark the vertical distance okay in order to see which elements will be visible okay so here if you see this is a second vertical line then this is third vertical line right this is a third vertical line and this is the fourth vertical line so if we if we look from the bottom right so which elements are going to be visible so one is going to be 40