3.Based on the Ted Talk by Prof. Antonsen presented last meeting, which of the following can be represented by 4/3? (1 Point) A4 size paper Shell Fibonacci Numbers A computer screen resolution 4.Which of the following letters is NOT symmetrical? (1 Point) T Y N U 5.Which of the following does NOT exhibit the application of golden ratio in nature? (1 Point) Petal of the flowers The Parthenon The snail's shell Wings of a butterfly 6.Which of the following statements is FALSE? (1 Point) The golden ratio is an irrational number. The first term of the fibonacci sequence is 0 and 1. A king of heart is an example of bilateral symmetry. Spiderwort has 120-degree angle of rotation. 7.Butterfly and crab exhibit which type of symmetry? (1 Point) Asymmetry Bilateral Equilateral Radial 8. Which of these statements is NOT TRUE? (1 Point) Leonardo Pisano Fibonacci was a German number theorist. The seed pattern in a sunflower is based on the Fibonacci sequence. The Golden Ratio can also be expressed as the number (Phi) approximately equal to 1.618. Leonardo of Pisa discovered Fibonacci sequence as he look a hypothesized group of rabbits bred and reproduced. 9.Why are bees called "The born engineer"? (1 Point) Because bees can make perfect cells at the exact and right distance precisely. Because bees can produce honey from floral juice. Because bees' beehives are in hexagonal shape. Because bees have a strategy to build a stronger structure using the correct amount and minimum materials. 10.If the Roman numbers are arrange alphabetically, what Roman number comes next C, CC, CCC, CD, CDI, CDII, CDIII, ______? (1 Point) CDIX CDIV CDIL CDIIII 11.Which of the following is true? I am honest. I did not cheat in any way while taking this test. I am dishonest. I cheated while taking this test. 12.Which of the following irrational numbers is the ratio of the circumference of a circle to its diameter? (1 Point) Euler number e Golden ratio phi Pi Square root of two 13.Phonic is an example of which type of patterns? (1 Point) Geometric Pattern Logic Pattern Number Pattern Word Pattern 14.Which of these refers to an arrangement that helps observe and anticipate what might be seen or what could happened next? (1 Point) Mathematics Nature Pattern Symmetry 15.What comes next in the given pattern, A, C, E, G, I, _____ ? (1 Point) J K L M N 16.Which of the following is an angle of rotation of a six-fold symmetry? (1 Point) 17.What is the next term in the sequence 1, 7, 17, 31, 49, 71, ____? (1 Point) 95 96 97 98 18.Which of these statements is a misconception/misrepresentation about the golden ratio? (1 Point) The Mecca is at the golden ratio point of the Earth. Some designs of the Parthenon reflect the golden ratio. The French painter Georges Seurat used the golden ratio in the composition of his paintings. The Renaissance artists (Botticelli, Da Vinci, Michelango) used the golden ratio in composition of their paintings. 19.Which of the these exhibit a three-fold symmetry? (1 Point) Honeycomb Snowflakes Spiderwort Starfish Sunflower 20.Which type of patterns creates images, collages, isometric patterns, display symmetry, and bring shapes together in a distinct way? (1 Point) Logic pattern Number pattern Geometric pattern Word pattern 21.Which of these statements is TRUE about patterns and symmetry? (1 Point) An angle of rotation of a three-fold symmetry is 150 degrees. Galileo Galilei's Vitruvian man shows the proportion and symmetry of human body. A geometric pattern is a motif or design that depicts abstract shapes like lines, polygons, and circles. Logic indicates that you can draw an imaginary line across an object and the resulting parts are mirror images of each other. 22.A famous scientist said that the universe is written in the language of mathematics. Who is the scientist? (1 Point) Aristotle Einstein Isaac Newton Galileo 23.Mathematics allows humans to observe relationships, make predictions, and generalizations. Which of the following best describes this property of mathematics? (1 Point) mathematics as a study of patterns. mathematics as a language. mathematics as a process of thinking. mathematics as a set of problem-solving tools