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Find The Top Experts For Computational Chemistry Homework Help!
Computational chemistry is a subfield of chemistry that solves complex chemical problems by effectively utilizing computer simulations. It uses computers to interpret data obtained from complicated experiments and make chemical predictions. Computational chemistry also finds application in predicting new molecules or reactions, which are later investigated experimentally. Sound knowledge of math and computer programming is a basis for learning computational chemistry. Not every student has a firm grasp of these complex subjects! Hence, they look for reliable computational chemistry homework help services.
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TutorBin: No.1 Online Computational Chemistry Homework Help in the USA
| Topics | Benefits |
|---|---|
| Quantum mechanics | Top-notch quality |
| Statistical mechanics | 0% plagiarism |
| Methods of computer simulation | On-time delivery |
| Biomolecular simulation | 100% accuracy |
| Intermolecular potentials | Free revisions |
| Chemical informatics | Pocket-friendly prices |
Topics Our Computational Chemistry Tutors Cover!
Let us now share the list of the topics that our computational chemistry tutors cover when you enlist their homework help.
- Mathematics
- Quantum Mechanics
- Statistical Mechanics
- Introduction to Programming
- Statistics
- Methods of computer simulation
- Electronic structure theory
- Software Development
- Applied Computational Chemistry
- Biomolecular Simulation
- Mathematics II
- Quantum Mechanics in Condensed Phases
- Intermolecular Potentials
- Chemical Informatics
- Reaction Dynamics
- Advanced Quantum Mechanics
- Advanced Statistical Mechanics
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Popular FAQs Searched By Students!
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Recently Asked Computational Chemistry Questions
Expert help when you need it- Q1:1. 2. 3. Obtain and plot the first-through fourth-degree polynomials for the following data: x = 0, 1, 2, 3, 4, and 5, and y = 0, 1, 60, 40, 41, and 47. Find the coefficients and the J values, and write down the first- through fourth-degree polynomial equations derived from the modeling. (20 pts.) The population data for a certain country are as follows: Year 2004 2005 2006 2007 2008 2009 Population (million) 10 10.9 11.7 12.6 13.8 14.9 Obtain a function that describes these data. Plot the function and the data on the same plot. Estimate when the population will be double its 2004 size. (40 pts.) The following data give the drying time T of a certain paint as a function of the amount of a certain additive A. A (oz.) T (min) 0 1 2 3 130 115 110 90 45 89 89 95 6 7 8 100 110 9 125 a. Find the first-, second-, third-, and fourth-degree polynomials that fit the data, and plot each polynomial with the data. Determine the quality of the curve fit for each by computing J, S, and r². (20 pt.) b. Use the polynomial giving the best fit to estimate the amount of additive that minimizes the drying time. (20 pts.)See Answer
- Q2:1- Calculate and explain the resonance energy for benzene and aniline? 2- Calculate and explain the charge on the benzene and Aniline (ortho - para - meta) directing group? 3- Calculate bond order of the benzene and Aniline?See Answer
Popular Subjects for Computational Chemistry
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