Provide the Lewis dot structures for the following three molecules and ions. Show all your work to generate the structures. a)  BI3 b) XeO3 c) NO2- Scan and submit your work for credit.

The following statement is False.  Explain why: To check if a tree follows the BST ordering rule, you simply need to compare each node to its children: if the left child is less, and the right child is more, then it is a BST.

If we insert a random sequence of values into a BST, we expect that (most times) it will be “kind of” balanced. Why is it so useful that the tree be balanced?

Why was recursion so important for writing algorithms on trees? What’s wrong with loops?

What is the frequency of a photon having a wavelength of 141.8 nm?

By attempting this quiz/exam, I verify:I will adhere to Procedure V.5001.B.a, Cheating, Plagiarism, Collusion, and Fabrication outlined in the Student Handbook. No one is taking the quiz/exam for me and no one is helping me take the quiz/exam.I will not discuss this quiz/exam with anyone other than a designated San Jacinto College member.I will not copy the quiz/exam by any means, in whole or in part.

How many ways are there to permute the letters in the following words: a) “Tennessee”? [5 points] b)  “SOUPSPOON”? [5 points]

Give the first six terms of the following sequences. You can assume that the sequences start with an index of 1 a) A geometric sequence in which the first value is 5 and the common ratio is 8. [3 points] b) An arithmetic sequence in which the first value is 34 and the common difference is 5. [3 points] c)  Evaluate the summation [4 points]

Identify the following rhythm.  Photo from EKGs for NP and PA, M. Knechtel

a) A locker combination is made up of five digits using only the digits {0, 1, 2, 3, 4, 5, 6, 7, 8, 9}. The combination must start with an even digit, follow the pattern even-odd-even-odd-even, and all digits must be distinct. How many such combinations are possible? [5 points] b) A smoothie shop offers 5 types of fruits, and customers can choose any number of fruits in their smoothie, with repetitions allowed. How many ways are there to make a smoothie using exactly 12 pieces of fruit? [5 points]