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In the eighth century, the Islamic Empire spread throughout Persia, the Middle East, Central Asia, North Africa, Iberia, and portions of India, and made important contributions to mathematics. Even while Arabic was employed as the written language of non-Arab intellectuals across the Islamic world at the time, the majority of Islamic writings on mathematics were not, in fact, produced by Arabs. Discuss general knowledge maths quiz questions with answers. This is similar to the situation of the Greeks in the Hellenistic world. Alongside Arabs, Persians made contributions to the field of mathematics.
The Persian mathematician Muhammad ibn Ms al-Khwrizm authored two notable books in the ninth century: one on equation-solving techniques and the other on Hindu-Arabic numbers. Together with the work of Al-Kindi, his 825 books On the Calculation with Hindu Numbers played a crucial role in introducing Indian mathematics and Indian numerals to the West. Stay tuned with general knowledge maths quiz questions with answers. The words algebra and algorithm come from the titles of two of his writings, Al-Kitab al-mukhtaar f hsb al-abr wa’l-muqbala and Algoritmi, respectively (The Compendious Book on Calculation by Completion and Balancing).
He was the first to teach algebra in a basic way and for its own purpose. He provided a thorough explanation of how to solve quadratic equations algebraically when they had positive roots. Additionally, he talked about the basic techniques of “reduction” and “balancing,” which relate to the transposition of elements that have been subtracted to the other side of an equation and the cancellation of similar terms on opposing sides of the equation. Al-Khwrizm initially referred to this surgery as al-jabr. Share general knowledge maths quiz questions with answers. Furthermore, he changed the focus of his algebra from “a sequence of problems to be solved, but an exposition which starts with fundamental words in which the combinations must produce all feasible prototypes for equations, which henceforth expressly form the main goal of study” Additionally, he investigated an equation “in a general fashion, insofar as it does not just arise in the course of solving a problem, but is expressly called upon to define an endless class of problems” in addition to studying it for its own purpose.
general knowledge maths quiz questions with answers
1. Largest Prime Number Less Than 20 Is
2. In Following Sequence 79, 76, 73, 70, Next Three Numbers In Sequence Are
3. Ascending Order Of Following Rational Numbers 3/6, 2/8 And 4/9 Is
4. Absolute Value Of Following Integers -30, -20, -10, 5 In Ascending Order Can Best Expressed As
5. If Juliet sells her house at a loss of 10% on cost and paid $125000 for It then its selling price is?
6. Angle Which Is Less Than 360° And Larger Than 180° Is Classified As
7. Find The Least Common Multiple of 6, 8, And 12
8. Cathy Had $8.50. He Spent $2 On Sweets And Gave To Her Two Friends $4.5 Each. How Much Money Was Left?
9. 2 X (14 + 5) - 7 =?
10. If Z + Y = 20 And Y = 5, What Is Z?
11. Considering Formula 1/W = 1/X + 1/Y + 1/Z, Then If X = 5, Y = 10, And Z = 15, Value Of 1/W Is
12. One Leg Of A Right Triangle Is 18 Cm And Its Area Is 108 Square Cm. Find Its Perimeter.
13. If nimo had lunch at $100 and he Gave 20% Tip, How Much Did He Spend?
14. Angle Which Is Equal To 90° Is Classified As
15. Considering Formula A = Bc + Cd + F + G/Bcd, Then If Value Of B = 2, C = 3, D = -3, F = 1, G =-2, Value Of 'A' Will Be in float values
16. A Rectangle A With Length 10 Centimeters And Width 5 Centimeters Is Similar To Another Rectangle B Whose Length Is 20 Centimeters. Find The Area Of Rectangle B.
17. What Is The Value Of 23 - (10 - A) If A = 5?
18. There Are 147 Boxes Of Sweets In A Store. There Are 25 Sweets In Each Box. How Many Sweets Are In The Store?
19. In The International System Of Units (SI), What Is The Unit Of Temperature?
20. Point A Has The Coordinates (2,2). What Are The Coordinates Of Its Image Point If It Is Translated 2 Units Up And 5 Units To The Left, And Reflected In The X-Axis?
21. Considering Equation X = B² - Cd/10, Then If B = 6, C = 2 And D = 4, Value Of 'X' Will Be
22. Given is Z = (X + Y)/4, Then If X = 10 And Y = 10 Value Of 'Z' Will Be
23. A Segment Is 3 Units Long. It Is Divided Into 9 Parts. What Fraction Of A Unit Are 2 Parts Of The Segment?
24. If A = 16.5 Cm, Angle B = 52° And C = 10 Cm Then Area Of ? ABC Is
25. In the Public Library, 30% Of Books are categorized as non-fiction and the remainder as fiction. There are 2400 more fiction Books than non-fiction Books. Total Number Of Books In Library Is?
26. Stella Has Bought 12 3/6 Kg Of Flour. Cathy Has Bought 14 2/8 Kg Of Flour And Richard Has Bought 11 8/12 Kg Of Flour. One Who Has Bought More Flour Is
27. Which Is Bigger 100 Or Ten Squared?
28. A Car Traveled 281 Miles In 4 Hours 41 Minutes. The Average Speed Of The Car In mph?
29. Answer Of Factorization Of Expression 4z(3a + 2b - 4c) + (3a + 2b - 4c) Is
30. By Factoring 3x - 15xy - 30z, Answer Will Be
31. Least Common Multiple (LCM) Of 40, 50 And 70
32. Least Common Multiple (LCM) Of 2² X 4² And 2³ X 4² Is
33. By Factorization of (10x - 100), Answer Must Be
34. Nancy Drove 768 Miles Of A 1200 Miles Journey. How Many More Miles Does she Need To Drive To Finish her Journey?
35. Mr. Jones Rolls A Six-Sided Cube Numbered 1, 2, 3, 4, 5, 6. What Is The Probability He Rolls A Three?
36. Angles Formed When Two Straight Lines Intersect Each Other Are Classified As
37. What Does 3 Squared Equal?
39. Give The Prime Factorization Of 48, And Express Your ANSWER Using Exponents.
40. If Expression 12c + 1b + 7d Is Subtracted From 39c + 40b + 45d Then Answer Will Be
41. How many lines of symmetry does a rectangle have?
42. If the radius of a circle is 5.5cm, what is its diameter?
43. What does the following formula provide: 1/2 x base x vertical height?
44. Can you write the following fractions as decimals: 22/100, 6/10, 1/4?
45. What is the only number that is spelled in alphabetical order?
46. If 1609.34 meters is equivalent to one mile, how many lengths, to the nearest length, would complete one mile in a 25-meter swimming pool?
47. What is two-thirds of 960?
48. What is twenty-five minutes to eight in 24hr time?
49. What number is represented by 'a': 37 + 112 - 4 / a = 5?
50. Can you reach the target number 200 using only the following numbers: 5, 6, 7, 10?
51. If a triangle has one angle of 60 degrees, the second angle of 90 degrees, how many degrees would the third angle measure?
52. What is 1000 in Roman numerals?
53. Which of these numbers can be divided exactly by 8: 480, 514, 560, 596?
54. There were 500ml of water in a jug and 40ml was poured out, what was the total percentage that was poured out?
55. 0.75 x ? = 75%
56. What is the mean number from this collection – 7,2,5,3,6,9,2,5,3,10,9,7,8,2?
57. What mathematical term is given to 3.14159265?
58. How many zeros are there in one billion?
59. How many sides does a decagon have?
60. What is a scalene triangle?
61. What is the total number of degrees in a triangle?
62. If a triangle has one angle of 60 degrees, the second angle of 90 degrees, how many degrees would the third angle measure?
63. What is one-sixth of 6300?
64. What is a decimal point?
65. How many ml are there in 1.8L?
66. How many lines of symmetry does a hexagon have?
67. 40% of 10 = 20% of ?
68. What is 90.3 divided by 10?
69. How many degrees are there on one side of a straight line (a straight angle)?
70. How many sides does a quadrilateral have?
71. What is a polyhedron?
72. If the number 2 = E and 1 = A, can you fill in the missing letters to reveal the name of a famous ancient leader: 1*2*1** 2* **2 **21*
73. Jessy needs 13 bottles of lemonade from the shop but she can only carry 3 bottles at a time. How many trips to the shop will Jessy need to make?
74. What is the smallest composite number?
75. Is an angle of 240 degrees known as an acute, obtuse or reflex angle?
76. What name is given to lines that never meet and are the same distance apart throughout their entire length?
77. Can you round the following decimals to 1 decimal place: 5.56, 7.44, 9.35?
78. What is 0.8 as a fraction in its simplest form?
79. What name defines a straight line running through the center of a circle?
80. What 'A' is a formula containing letters and numbers?
81. What is the name of the manual calculating device which consists of beads?
82. How many straight edges does a cube have?
83. How many hours are there in seven days?
84. When added together, what do the visible numbers on a standard dartboard total?
85. How many yards are there in one mile: 100, 170, or 1760?
86. 1609.34 meters is 1 mile: how many lengths, to the nearest, would complete 1 mile in a 25-meter swimming pool?
87. What is the name given to a triangle with one angle more than 90 degrees?
88. Can you convert the following ratios into fractions: 1:2, 3:4, 4:5?
89. What is an improper fraction?
90. What mathematical term is given to 3.14159265?
91. Look at question 9 and see if you can work out the area size of the rectangle in cm2?
92. What type of angle has between 90 and 180 degrees?
93. Complete the following mathematical sequence: 120, 360, 1080, ...
94. What is the sum of all the internal angles of a hexagon?
95. What do the abbreviations sin, cos, tan stand for?
96. How many lines of symmetry does a rhombus have?
97. An arrow is facing east, you turn it 90 degrees clockwise, 180 degrees anti-clockwise, 270 degrees clockwise then 360 degrees anti-clockwise, in which direction would the arrow be pointing?
98. Quadrilaterals with 2 sets of parallel sides are known as what shape?
99. What is 134 x 24: 2456, 3542 or 3216?
100. What is 100 – 151?
Abu Kamil, an algebraic theorist from Egypt, expanded algebra to include the category of irrational numbers by allowing square roots and fourth roots as coefficients and solutions to quadratic equations. Compete over general knowledge maths quiz questions with answers. Additionally, he created methods for resolving three non-linear simultaneous equations involving three unknowable variables. One distinctive aspect of his writings was his attempt to discover every solution conceivable to several of his issues, including one for which he discovered 2676 answers. His writings had a significant impact on the evolution of algebra and had an influence on later mathematicians like al-Karaji and Fibonacci.
Al-Karaji made more advancements in algebra in his work al-Fakhri, where he broadens the approach to include integer powers and integer roots of unknowable values. Al-Karaji used something resembling a demonstration via mathematical induction to show the binomial theorem, Pascal’s triangle, and the sum of integral cubes in a text he wrote in 1000 AD. FInd more general knowledge maths quiz questions with answers. Al-Karaji was lauded for being “the first who presented the theory of algebraic calculus” by math historian F. Woepcke. The writings of Diophantus were also translated into Arabic by Abul Wafa in the tenth century.
The formula for the sum of the fourth powers was initially derived by Ibn al-Haytham using a technique that may be easily generalized to get the formula for the sum of any integral powers. Enjoy general knowledge maths quiz questions with answers. In order to determine the volume of a paraboloid, he did an integration. He was able to generalize his conclusion to the integrals of polynomials up to the fourth degree. Thus, he got quite near to discovering a general formula for the integrals of polynomials, while he was not interested in polynomials with degrees more than four.
Omar Khayyam published a treatise titled Discussions of the Difficulties in Euclid in the late 11th century on what he saw to be problems with Euclid’s Elements, particularly the parallel postulate. Solve general knowledge maths quiz questions with answers. Additionally, he was the first to discover the generic geometric answer to cubic problems. He had a significant impact on calendar change as well. Spherical trigonometry advanced thanks to Nasir al-Din Tusi (Nasireddin) in the 13th century. He also contributed to the development of Euclid’s parallel postulate. Ghiyath al-Kashi calculated the value of to the 16th decimal place in the 15th century. Additionally, Kashi had a formula for finding the nth root, which was a specific instance of the procedures described by Ruffini and Horner many centuries later.
The discovery of all modern trigonometric functions besides the sine, al-introduction Kindi’s of cryptanalysis and frequency analysis, the development of analytic geometry by Ibn al-Haytham, the beginning of algebraic geometry by Omar Khayyam, and the development of an algebraic notation by al-Qalasd are some of the other accomplishments of Muslim mathematicians during this time. Bookmark general knowledge maths quiz questions with answers. The growth of Islamic mathematics slowed down throughout the Ottoman Empire and Safavid Empire in the 15th century.
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