Organic Chemistry Tutor at the 2020 Research Schools Scientific and Education Convention

Organic Chemistry Tutor at the 2020 Research Schools Scientific and Education ConventionIf you're looking for an awesome hands-on learning experience, then consider getting involved with an organic chemistry tutor at the 2020 Research Schools Scientific and Education Convention (RSSE). From June 5th to June 8th, anyone can attend the convention for the opportunity to hear from renowned scientists, learn about cutting-edge research projects, and get to interact with the most engaging science teachers.This convention has been held in Orlando, Florida, since 1981 and is currently being held this year in Orlando. It offers a truly unique opportunity for students and professionals who have little or no experience with hands-on classroom learning. The RSSE provides educational opportunities for elementary school children to take a hands-on lesson through the presence of certified scientists, experienced educators, and panelists that serve as instructors.In addition to providing college lev el science courses, the convention also offers specialized workshops for those who need to advance their science degrees. Teachers are often able to engage in professional development with certified experts as well as receive one-on-one assistance in their pursuit of advanced training. The convention provides exciting opportunities for teachers to learn about different ways to connect with students while making sure that their classroom environments are conducive to student learning.RSSE provides a wide variety of workshops for teachers. These workshops can be arranged according to current science education needs and then tailored according to the instructor's needs and interests. Because the RSSE is dedicated to teaching science concepts, there are also science trainings, conferences, and hands-on seminars for professionals, researchers, and college students that focus on science education.The convention also offers a number of opportunities for high school students to attend as gu est speakers and engage in scientific discussions with other attendees. During the convention there are periodic seminars for adult visitors as well as for college students attending conventions. This is a great opportunity for younger attendees to learn more about scientific education. While you may not get to make a living attending the conference, you will be given opportunities to network with scientists, teachers, and scientists who work at large research institutions. One of the best parts of the convention is that attendees have the opportunity to meet the people who will help them become interested in science, which can be especially rewarding to those who participate in academic and extracurricular activities.This is just one of the many opportunities that science educators are able to have at the conference. It will provide the opportunity for interested educators to network with professionals in the scientific community as well as work alongside students who are intereste d in pursuing graduate studies in science education.

Linear Equation Solver

Linear Equation Solver In order to solve a Linear Equation in one variable of the type ax + b = 0 where a is not equal to 0 we distribute the terms within parenthesis and simplify both sides by collecting the like terms. Then we isolate all variables on one side and all the constants on the other side. We simplify and make the coefficient of the unknown variable 1. Example 1: Solve: 5 3 (5x + 2) = 4 (7- 3x) + 1 Solution: 5 3 (5x + 2) = 4 (7- 3x) + 1 5 15x 6 = 28 12x +1 [Distributing the terms within parenthesis] -15x -1 = -12x + 29 [On Simplifying the like terms we get] - 15x + 12x = 29 + 1 [Isolating the variable on one side and the constant on other side] (- 3)x = 30 [Divide both sides by -3 and we will get] x = -10 Example 2: The sum of two numbers is 90 and the greater number exceeds thrice the smaller by 14.Find the numbers. Solution: Let the smaller number be x. As the sum of the two numbers is 90, then the greater number will be 90 x. Thrice the smaller number will be 3x So the equation becomes: 90 x = 3x + 14 -x -3x = 14 90 [Isolating the variable on one side and the constant on other side] (-4)x = - 76 [Divide both sides by -4 and we will get] x = 19 Then the greater number will be 90 x = 90 19 = 71 Hence the two numbers are 19 and 71.

Solving Linear Equations With Fractions

Solving Linear Equations With Fractions There are many kinds of equations in algebra. Linear equations are the equations where the degree of the variable can be only one.There can be one or more than one variable in a linear equation. A linear equation also consist of coefficients and constants. The numbers can be many numbers in a linear equations including fractions. A fraction is a number which is written in p/q form. Here p,q are integers and the condition is q cannot be equal to zero. Different mathematical operations can be used to simplify and solve a given fraction like addition, subtraction, multiplication and division. Example 1: Solve the linear equation 5x 7/2 = 3/2? Solution: Given equation is 5x 7/2 = 3/2. Here the unknown variable which needs to be solved for is x. Step 1: Add 7/2 on both sides of the equation. This gives 5x 7/2 + 7/2 = 3/2 + 7/2; 5x = (3+7)/2; 5x = 10/2. Divide both sides of the equation by 5; 5x/5 = 10/10 Hence the solution is x = 1. Example 2: Solve the linear equation 7x 10/3 = 4/3? Solution: Given equation is 7x 10/3 = 4/3. Here the unknown variable which needs to be solved for is x. Step 1: Add 10/3 on both sides of the equation. This gives 7x 10/3 + 10/3 = 4/3 + 10/3; 7x = (14)/3; 7x = 14/3. Divide both sides of the equation by 7; 7x/7 = 14/21. Hence the solution is x = 2/3.

What is a Divisor Maths Online Tutoring

What is a Divisor Maths Online Tutoring There are 4 basic operations in math, and they are addition, subtraction, multiplication and division. In the process of division, a given number is divided by another number to get the answer. Here the number which is dividing the given number is known as the Divisor and with the help of the divisor; we get the answer out from the given number. If the divisor is a factor of the given number, then in its division the remainder produced is 0. Example 1: If the number 18 is being divided by the number 3, then which number is called as the divisor? Calculate the answer. Here 18 is being divided by 3, and this can also be written in the fraction form as: 18/3. Here the number placed on the top (or in the numerator) is 18, and the number placed in the bottom (or in the denominator) is 3. Since 3is dividing 18, therefore, the number 3 is called as the divisor. Now dividing 18/3 = 6 is the answer! Example 2: : If the number 20 is being divided by the number 4, then which number is the divisor? Calculate the answer. Here 20 is being divided by 4, and this can also be written in the fraction form as: 20/4. Here the number placed on the top (or in the numerator) is 20, and the number placed in the bottom (or in the denominator) is 4. Since 4 is dividing 20, therefore, the number 4 is the divisor. Now dividing 20/4 = 5 is the answer!

Past Tense Spanish Preterite Conjugations Verb Endings (Charts)

Past Tense Spanish Preterite Conjugations Verb Endings (Charts) Sign up successful How to Conjugate Verbs in the Spanish Preterite Its important to note that Spanish has two types of past tenses: the preterite and the imperfect.  Here, well start with Spanish preterite conjugations and review the imperfect in a future post. The Spanish preterite tense is a way to express the past, and it breaks down verbs into five different endings. Keep reading to learn how to change a verb into its past tense form. Conjugating -AR  Verbs in the Spanish Preterite Here is an example using the Spanish verb mirar  (to watch). First, shave off the -ar ending. Then If you are referring to Yo  or ‘I,’ add the letter é to end the conjugated verb, forming miré. If you are referring to Tú  or ‘you,’ use the ending aste, to form miraste. If you are referring to él  or ella or ‘he or she,’ use the ending ó  to form miró. If you are referring to nosotros  or ‘we,’ use the ending amos  to form miramos. (This is the same as present tense conjugation!) If you are referring to ellos  or ‘they,’ use the ending aron, to form miraron. SEE ALSO: 46 Spanish Adjectives to Describe All Your Friends Conjugating -ER  Verbs in the Spanish Preterite Now let’s use  comer (to eat), as an example. First, shave off the -er ending. Next If you are referring to Yo  or ‘I, use  the ending í, (instead of é) to form comí. If you are referring to Tú  or ‘you,’ use the ending iste, to form comiste. If you are referring to él  or ella  or ‘he or she,’ use the ending ió, to form comió. If you are referring to nosotros  or ‘we,’ use the ending imos, to form comimos. If you are referring to ellos  or ‘they,’ use the ending ieron, to form comieron. Conjugating  -IR  Verbs in the Spanish Preterite Conjugating  -ir  verbs  shares the same rules as conjugating  -er verbs.  See the following chart as an example. Vivir (to live): Yo viví Tú viviste Él/Ella/Usted vivió Nosotros vivimos Ellas/Ellos/Ustedes vivieron SEE ALSO: 75 Most Helpful Spanish Cognates Ready for some Spanish past tense conjugation practice? Fill out the following chart: 12 Irregular Spanish Preterite Endings There are 12 core verbs in Spanish that have irregular past tense conjugations in the preterite tense. Fortunately their main endings are similar to what we’ve already learned in this post: é, iste, -ó, imos, isteis, ieron/*eron. Here are the 12 verbs, also known as the dirty dozen. Lets conjugate estar as an example: Estar (to be): Yo estuve Tú estuviste Él/Ella/Usted estuvo Nosotros estuvimos Ellas/Ellos/Ustedes estuvieron Now that you know how to conjugate Spanish past tense verbs, youre once step closer to becoming fluent in Spanish! As always, its a great idea to work with a  Spanish tutor  who can help you work through these concepts and provide extra guidance as needed. You can also take online Spanish classes to get even more practice conjugating verbs in everyday conversation. Buena suerte! Post Author: Jason N. Jason N. tutors in English and Spanish in Fairfax, CA.  He majored in Spanish at UC Davis, lived in Mexico for 3 years where he completed a Masters degree in Counseling, and studied Spanish Literature and Psychology at the University of Costa Rica. Learn more about Jason here!   Interested in Private Lessons? Search thousands of teachers for local and live, online lessons. Sign up for convenient, affordable private lessons today! Search for Your Teacher Photo by John Loo

Money and decimal place intuition

Money and decimal place intuition Decimal number representation is one of the very useful representation in mathematics. Decimal numbers is placing a decimal point in-between few digits. The decimal place value is given as the first number to the right of decimal point is the tenths place. The second number to the right of decimal point is the hundredth place and so on. The decimal representation is used to represent the money also. The digits before the decimal point is the dollars and the digits after the decimal point are the cents. Example 1: The school bag costs $ 12.56 and the price has been reduced by $ 4.32. Find the new price of the bag? Solution: The price of the school bag = $ 12.56. The amount of price reduced = $ 4.32. The new price of the school bag after reduction = $ 12.56 - $ 4.32 = $ 8.24 Hence the new price of the school bag = $ 8.24. Question: Multiple choice question (Pick the correct option.) Peter buys a candy for $ 3.12 and pencil for $ 1.23. How much did he send? a) $ 4.00 b) $ 4.35 c) $4.40 d) None of these. Correct answer: option b. Explanation: Amount of money spent on a candy = $ 3.12. Amount of money spent on the pencil = $ 1.23 The total amount spend on purchasing the items = $ 3.12 + $ 1.23 = $ 4.35 Hence, amount of money Peter spent on the items = $ 4.35.

5 Tips for How to Avoid Being a Well Paid Super-Doer versus a Manager

Introvert Whisperer / 5 Tips for How to Avoid Being a Well Paid “Super-Doer” versus a Manager 5 Tips for How to Avoid Being a Well Paid “Super-Doer” versus a Manager CLICK HERELet me emphasize that Self-Promotion doesn’t have to be obnoxious to be effective. But, if you don’t Self-Promote you, who will? If you ever want to get ahead, you have to learn how to Self-Promote. I want to help you accelerate your career by connecting you with your Free Instant Access to my video that shows you simple, yet effective ways to Self-Promote. Start watching now: Brought to you by Dorothy Tannahill-Moran â€" dedicated to unleash your professional potential. www.introvertwhisperer.com