Mention the rules and steps for removing the intermediate nodes.
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Mention the rules and steps for removing the intermediate nodes.
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- Generate a procedure to remove all linkedlist nodes with a duplicate key.A link like the second course may be built from a collection of many-to-one connections. Do the main and foreign key restrictions impose the many-to-one cardinality limitation on the relation? What makes you believe that is?3 way mergingsort. What if you divided into thirds, sorted each third, and combined using a 3-way join instead of splitting in half at each step? What is the progression of this algorithm's total operating time?
- Q1 a part with sub parts Please provide detailed solution with explanation and justification asap to get a upvoteWhat* is a new table operation can you think of, that won't break closure? *What* about a new operation that does break closure? Your operations don't need to be useful in practice, but, they could be :) Note - changing column names/types, adding or deleting columns or rows are not considered table operations, as you know [so those can't be your answers :)] - other than that, you can come up with ANY operations!Make sure to include not just the view layer but also the data layer as well as alt and loop frames when designing the put order object in your multilayer sequence diagram.
- Given the following sequence of data inserted in the following order [90, 65, 32, 67, 37, 32, 40, 26, 72, 20, 52, 65, 95]: 1. Draw a circular linked list of size 14 with the values inserted. Draw the diagram for first and last two steps. 2. Write pseudo code with comments to remove duplicates 3. Draw a queue loaded with the data. Draw the diagram for fifirst and last two steps. 4. Using the fifinal diagram from both (1) and (3), redraw them after removing the root node. Clearly label each diagram.In the process of determining the number of unknowns for link support, how many unknowns do you think we will get? explainIn your essay, please discuss the benefits and drawbacks of not using the skip list.