A. Reflect on the important scientific practices of (1) Constructing Explanations and (2) Using Mathematics, Information and Computer Technology, and Computational Thinking by doing the following: 1. Define each of the two scientific practices. 2. Discuss specific examples of how you used each of these two scientific practices during the laboratory activities.
Almost every introduction made formally of cognitive science stresses that psychology, neuroscience, education, philosophy, linguistics, biology, anthropology, and computer science are principal branches to the scientific research of cognitive science (Encyclopedia-Cognitive Science, 2003). Several approaches have been taken when it comes to the study of cognitive psychology. The broad classifications are approached as connectionist, dynamic, and symbolic systems (Encyclopedia-Cognitive Science, 2003). Cognitive science has given much to cognitive psychology; too much to list. Among only a few of its accomplishments, cognitive science gave eye opening attention to models of risk perception, human bias, and
Wow, I am glad we use the shorter version of π =3.14 to solve our math problems but what is π really used for in today’s world? The obvious answer is π is used in almost every branch of math. If you want to find the circumference of a circle, the surface area of a cylinder, the area of a sector of a circle, any measurement of a circle, cylinder, or sphere it involves π since π was used to make the circle. So with that in mind, I thought I had a good handle on where π is used in the real world today. It is used by architects, contractors, draftsmen, building and bridge designers, engineers, or just about any job that uses shapes.
The Han Dynasty was effective in the implementation of problem solving, the sciences, and careful thought. Mathematics Within the Han Dynasty, there was a large amount of technologies and discoveries. An important source of evidence is the Nine Chapters of the Mathematical Art, a practical handbook of 246 problems intended to provide methods to be used to solve everyday problems of engineering, surveying, trade and taxation, which was compiled over the period of the Han Dynasty to restore and introduce mathematical methods to the common man, where it gives the problem, answer, and steps in solving each example. The first chapter consists of 38 problems on land surveying, which prove the existence of area calculations on triangles, rectangles, trapeziums, and circles, fraction operations, use of the Euclidean algorithm method for finding the greatest common divisor of two numbers, and a very accurate approximation for π. The next chapter contains 46 problems concerning the exchange of goods, particularly the exchange rates among 20 different types of grain, beens, and seeds, which prove the existence of percentage, a decimal system of units and money, proportion calculation methods, and the introduction of the rule of 3 for solving proportion problems.
Format your math work as shown in the Instructor Guidance and be concise in your reasoning. In the body of your essay, do the following: * Demonstrate your solution to the above problem, making sure to include all mathematical work. * Explain why the computed weight ranges could be misleading. * Choose one of the four BMI regions and express the region using set notation and interval notation. Include a simple graph of the region.
Chapter 1 Test Yourself Quiz 1. Name two needs of society that led to the development of more complex mathematics. A. Measuring resources, land, dimensions for construction, navigation, understanding the cycle of the year. 2.
Assessment Record This form is used to record details of activities you have carried out in the work place. The examples will then link to your diploma evidence, including promoting Equality and Diversity in your working practice and functional skills English and Mathematics, which is naturally occurring in the workplace. Tick as appropriate: Observed by assessor Discussion Seen by witness S Knowledge Questions Personal Statement Mathematics Feedback Spelling and Grammar NB The person who observed you must sign and date the bottom of the sheet. 1 Candidate Name: Sara Carter |Links to |Date of Activity: | | | | |EVIDENCE | | | |NB: this sheet is to be used for either full or multiple unit records | |Units No |Out |Outcome No | | | |come | | | |531 |1 |1 |The key features of effective team performance should include team management as a team cannot perform to the best| | | | |of its ability , if it does not have clear guidance within the team and management structure. It is important that| | | | |communication is clear and that everyone understands the systems
| |Maybe the results will vary too much | | | Background Research Checklist ____ Have you clearly answered all of your research questions? ____ Have you defined all important terms? ____ Does your research enable you to make a prediction of what will happen in your experiment? ____ Will you have the knowledge to understand what causes the results you observe? Does your research include the following: ____ Currently accepted theories, facts, and data ____ Relevant mathematics/equations (if applicable) ____ Key discoveries and early researchers ____ Is every fact or picture in your research followed by a citation telling the reader where you found the
Here is a formula that is used often in AP statistics: z=x-xs Use your algebra skills... a. If z = 2.5, x = 102, and x = 100, what is s? Show your work b. If z = -3.35, x = 60, and s = 4, what is x? Show your work.
There are several avenues I can choose in this field,. I can be a mechanical engineer, a bio-chemical engineer, by learning all of the different areas of being an engineer. I will definitely benefit from your program in math and science in order to achieve my goals. 11. What makes me interested in being an engineer is that I can be able to do so many different things.