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README.md

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- [Minimal Tree: Given a sorted increasing order array with unique integer elements, write an algorithm to create a binary search tree with minimal height](#minimal-tree-given-a-sorted-increasing-order-array-with-unique-integer-elements-write-an-algorithm-to-create-a-binary-search-tree-with-minimal-height)
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- [Check if a given binary tree is BST ( Binary Search Tree )](#check-if-a-given-binary-tree-is-bst--binary-search-tree-)
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- [Delete node from Binary Search Tree (BST)](#delete-node-from-binary-search-tree-bst)
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- [Find the In-Order successor in a given BST?](#find-the-in-order-successor-in-a-given-bst)
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- [Recursion Interview Questions](#recursion-interview-questions)
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- [Calculate x to the power n using recursion](#calculate-x-to-the-power-n-using-recursion)
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- [Calculate Modular Exponentiation using recursion](#calculate-modular-exponentiation-using-recursion)
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![](https://i.imgur.com/yqOvCXx.png)
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- [Question](https://codepen.io/roopkt/pen/wvJRxJp?editors=0010)
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- [Answer](https://codepen.io/roopkt/pen/rNyovyL?editors=0010)
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- [Answer](https://codepen.io/roopkt/pen/bGqOxyN)
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#### Find the In-Order successor in a given BST?
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- [Question](https://codepen.io/roopkt/pen/YzZdMxa)
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- [Answer](https://codepen.io/roopkt/pen/bGqOxyN)
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<iframe height="265" style="width: 100%;" scrolling="no" title="Find Inorder Successor in BST Question" src="https://codepen.io/roopkt/embed/preview/YzZdMxa?height=265&theme-id=dark&default-tab=js,result" frameborder="no" loading="lazy" allowtransparency="true" allowfullscreen="true">
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See the Pen <a href='https://codepen.io/roopkt/pen/YzZdMxa'>Find In-order Successor in BST Question</a> by Rupesh Tiwari
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(<a href='https://codepen.io/roopkt'>@roopkt</a>) on <a href='https://codepen.io'>CodePen</a>.
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</iframe>
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### Recursion Interview Questions
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