Examples of Ancient word problems.
1. Examples of Ancient word problems.
ancient greek word problems.this resource can be adapted for any word problem unit involving both one and multi step problems,and can have the time period changed.
2. Comparison between ancient word problems to present word problems leading to quadratic equations
Answer:
In ancient times, word problems were often used for practical purposes such as measuring land areas or determining the quantity of goods to be exchanged in a market. These problems typically involved simple algebraic equations, such as linear equations, that could be solved using basic arithmetic.
However, as mathematics developed over time, word problems became more complex and began to involve quadratic equations. In present-day word problems, quadratic equations are commonly used to model real-life situations involving motion, physics, finance, and other areas.
For example, a present-day word problem might ask students to find the maximum height and distance of a ball thrown in the air. This problem can be modeled using a quadratic equation that describes the height of the ball as a function of time. By solving the equation, students can determine the maximum height and distance that the ball will reach.
In contrast, an ancient word problem might ask students to find the area of a field that is rectangular in shape but has one corner missing. This problem can be solved using a simple algebraic equation, such as A = l x w, where A represents the area, l represents the length, and w represents the width of the field.
Overall, the use of word problems has evolved over time as mathematics has become more advanced and complex. While ancient word problems often involved simple equations, present-day word problems frequently require the use of quadratic equations to model real-life situations.
3. Word problem leading to quadratic equation of ancient time
Despite hailed from a poor background in his native India, his extraordinary talent was spotted by a then world-renowned mathematician, G H Hardy, who later became instrumental in bringing him to Cambridge University. Much to Hardy's amazement, Ramanujan effortlessly came up with a huge collection of mathematical discoveries, often relying on his intuition rather reason.
4. What are the problems encountered by the ancient civilizations?
Answer:
points nyu lang po
Explanation:
kailangan ko ha
5. describe the ancient architecture in one word
Answer:
Symmetry
Explanation:
-sana makatulong po:)
#carryonlearning
6. Quadratic equation ancient word problem solved by thomas carlyle's geometric solution
Answer:
thanks for the points Sana mapansin para meron na akong girlfriend po
7. what RUSSIAN WORD IS THIS?CLUE:BONES OF ancient animals
Answer:
Fossils po ang sagot :)))
Answer:
Fossil.
Explanation:
correct me if lm wrong po
8. what word best describes the Ancient Egypt
Answer:
stunning
But even though its majestic proportions thousands of slaves suffered.
9. The Ancient Greek word of philosophy is?
Answer:
The original meaning of the word philosophy comes from the Greek roots philo- meaning "love" and -sophos, or "wisdom." When someone studies philosophy they want to understand how and why people do certain things and how to live a good life. In other words, they want to know the meaning of life.
Answer:
Philosophy is a combination of two Greek words, philein sophia, meaning lover of wisdom. ... Philosophy had a "wholeness" approach to life in antiquity. In contrast to this, some modern definitions restrict philosophy to what can be known by science or the analysis of language.
10. Solve some ancient word problems using the methods discuss in solving quadratic equations.
Step-by-step explanation:
ayan po Sana makatulong sayo si jimin
11. Can you give me a word problem that will lead to quadratic equation in the ancient times
If drixten got 5×36×74×8-93-3+73+26 and allen got 53×3×243×35+865+654%87%86 who got more
12. ancient word of science
Answer:
Scientia
Explanation:
Welcome Po Sana makatulong
Answer:
SCIENTIAExplanation:
It originally came from the Latin word scientia which meant knowledge, a knowing, expertness, or experience.
13. Examples of ancient word problems involving quadratic equation and if possible, please include the solution. T_T - Thank you
Examples of word problems leading to Quadratic Equations during the ancient times:
- A hieroglyphic has a height that is 4/3 its width. It is to be enlarged to have an area of 192 square inches. What will be the dimensions of the enlargement?
- A small hut measuring 12 meters by 16 meters is to have a pathway installed all around it, increasing the total area to 285 square meters. What will be the width of the pathway?
14. Give examples of word problems leading to Quadratic Equations during the ancient times.
Examples of word problems leading to Quadratic Equations during the ancient times:
- A hieroglyphic has a height that is 4/3 its width. It is to be enlarged to have an area of 192 square inches. What will be the dimensions of the enlargement?
- A small hut measuring 12 meters by 16 meters is to have a pathway installed all around it, increasing the total area to 285 square meters. What will be the width of the pathway?
15. 4. Give examples of word problems leading to quadratic equations during ancient times. Compare these with the present problems.
Answer:
×-13(122)-4⁴÷⅘
im correct me if im wrong
16. define the following word ancient
Answer:
Ancient ba? ʜᴀʜᴀʜᴀʜᴀʜʜᴀ
Ancient- Very old; Long past
Answer:
Ancient- a long time ago
Explanation:
belonging to the very distant past and no longer in existence.
17. 4. Give examples of word problems leading to quadratic equations during ancient times. Compare these with the present problems.
Answer:
During ancient times, word problems leading to quadratic equations were mainly related to geometry and were used to solve practical problems in construction and land surveying. Here are some examples:
Babylonian brick problem: A square courtyard is to be surrounded by bricks of length x. If the courtyard measures 40 by 40 units, and there are 2 rows of bricks on each side, how many bricks are needed? This problem leads to a quadratic equation of the form x^2 + 4x - 1600 = 0.Archimedes cattle problem: Archimedes was asked by King Hiero to determine the number of cattle in his herd. Archimedes used a system of equations involving both linear and quadratic equations to solve the problem.In the present time, word problems leading to quadratic equations are used in various fields such as physics, engineering, finance, and computer science. Here are some examples:
Projectile motion problem: A ball is thrown from a height of 5 meters with an initial velocity of 20 meters per second at an angle of 30 degrees with the horizontal. What is the maximum height reached by the ball? This problem leads to a quadratic equation of the form -5t^2 + 10t + 5 = 0, where t is the time taken for the ball to reach maximum height.Investment problem: If an investment of $5000 earns a total interest of $1200 after 2 years, with $800 earned in the first year, what is the rate of interest? This problem leads to a quadratic equation of the form 6r^2 - 4r - 1 = 0, where r is the rate of interest.18. ancient greek word for to write
ANSWER:γραφήEXPLANATION:HOPE IT HELPS PO PA.BRAINLIEST NARIN PO SALAMAT
19. B. Give examples of word problems leading to quadratic equations during the ancient times. Compare these with the present problems. C. Solve at least 3 ancient word problems using the methods discussed in this chapter.please
Answer:
How Can You Contribute to the Development of Our Country?
Stop littering around.
Be environment-friendly.
Help support a child's education.
Stop participating in corruption.
Be better Neighbours.
Pledge to donate your organs.
Donate blood.
Step-by-step explanation:
Their replication process begins when the virion delivers its genome to a cell. The viral genome encodes proteins required for the synthesis of new viral genomes. New viral proteins plus new viral genomes assemble to form new particles or virions, and so the cycle continues.
20. A number of problems appeared in the ancient times which lead to quadratic equations. Give one real-life word problem leading to quadratic equations during the ancient times. Compare hese with the present word problems by citing ome similarities and differences.
example of word problems leading to quadratic equations
21. Thomas carlyle's geometric solution word problems with solution during ancient times examples
Ano ba yun Diko den alam eh
22. what word best describes the ancient egypt?
Answer:
Ancient egypt was a civilization of ancient Africa, concentrated along the lower reaches of the Nile River, situated in the place that is now the country Egypt. Ancient Egyptian civilization followed prehistoric Egypt and coalesced around 3100 BC (according to conventional Egyptian chronology)[1] with the political unification of Upper and Lower Egypt under Menes (often identified with Narmer).[2] The history of ancient Egypt occurred as a series of stable kingdoms, separated by periods of relative instability known as Intermediate
23. the ancient latin word of art
Answer:
"Ars" meaning art, skill or craft
The term “art” is related to the Latin word “ars” meaning, art, skill, or craft. The first known use of the word comes from 13th-century manuscripts. However, the word art and its many variants (artem, eart, etc.) have probably existed since the founding of Rome.
Explanation:
sᴛᴀʏ sᴀғᴇ
24. A number of problems in the ancient times which lead to quadratic equations. Give one real life problem leading to quadratic equations during the ancient times. Compare these with the present word problems by citing similarities and differences...
Answer:
56x1.88,=n
Step-by-step explanation:
kase 456.823= 08796
25. ancient greek word for writer
Answer:
γραφή (graphḗ)
Explanation:
γραφή (graphḗ)
26. word describe the era of Ancient greeks
Answer:
The term Ancient, or Archaic, Greece refers to the years 700-480 B.C., not the Classical Age (480-323 B.C.) known for its art, architecture and philosophy. ... The polis became the defining feature of Greek political life for hundreds of years
27. A number of problems appeared in the ancient times which lead to quadratic equations. Make some research on how people in ancient times solved quadratic equations. You may include the following in your research: 1. Earliest methods used to solve quadratic equations: - Method used by the Babylonians - Thomas Carlyle's geometric solution - Pythagorean geometric solution Give a brief description of each method. 2. Give examples of word problems leading to quadratic equations during ancient times. Compare these with the present problems.
Answer:
Earliest methods used to solve quadratic equations:
Method used by the Babylonians: The Babylonians used a table of squares to solve quadratic equations. They used the table to find two numbers whose sum and product were equal to the given numbers in the equation. For example, if the equation was x^2 + 6x = 8, they would find two numbers whose sum is 6 and product is 8. They found that the numbers were 2 and 4, and hence x^2 + 6x = (x + 2)(x + 4) = 0.
Thomas Carlyle's geometric solution: Thomas Carlyle was a Scottish mathematician who found a geometric solution to quadratic equations. He used a rectangle whose length was x + a and width was x. He then divided the rectangle into two parts and rearranged them to form a square. This square had an area of x^2 + ax. He then equated the area of the square to a given constant to solve the quadratic equation.
Pythagorean geometric solution: The Pythagoreans used a geometric approach to solve quadratic equations. They drew a square whose side length was x and then divided it into two rectangles. The length and width of the rectangles were (x + a) and (x - a), respectively. The difference of the areas of the rectangles was equal to the given constant in the equation. They then used the Pythagorean theorem to solve for x.
Examples of word problems leading to quadratic equations during ancient times include:
The problem of finding the area of a square whose diagonal is 1: This problem was solved by the Babylonians using their table of squares. They found that the side of the square was equal to (1/2)√2.
The problem of finding the dimensions of a rectangle whose perimeter is 40 and area is 96: This problem was solved by the Pythagoreans using their geometric approach. They found that the dimensions of the rectangle were 12 and 8.
The problem of finding the length and width of a rectangular garden whose area is 120 and whose diagonal is 17: This problem was solved by Thomas Carlyle using his geometric approach. He found that the length and width of the garden were 12 and 5, respectively.
These ancient word problems can be compared to present problems, such as finding the roots of a quadratic equation to solve real-world problems in physics, engineering, and finance. For example, finding the time it takes for an object to fall to the ground from a certain height can be modeled using a quadratic equation, and its roots can be found using modern methods such as the quadratic formula or factoring.
28. what is the meaning of the ancient greek words sofia?
Answer:
wisdom
Explanation:
The Ancient Greek word Sophia (σοφία, sophía) is the abstract noun of σοφός (sophós), which variously translates to "clever, skillful, intelligent, wise".29. It is the ancient Greek word for Asia
Answer:
Ἀσία
Explanation:
The word Asia originated from the Ancient Greek word Ἀσία, first attributed to Herodotus (about 440 BCE) in reference to Anatolia or to the Persian Empire, in contrast to Greece and Egypt.
Answer:
Asia (Aoia) or Asie (Aoin)
30. what word best describe the ancient era?
Answer:
Achilles’ heel
Explanation:
I think they are 56 articles that dscribe ancient era
