Exam 11: Mathematics and the Arts
Exam 1: Thinking Critically195 Questions
Exam 2: Approaches to Problem Solving149 Questions
Exam 3: Numbers in the Real World290 Questions
Exam 4: Managing Money262 Questions
Exam 5: Statistical Reasoning230 Questions
Exam 6: Putting Statistics to Work258 Questions
Exam 7: Probability: Living With the Odds261 Questions
Exam 8: Exponential Astonishment103 Questions
Exam 9: Modeling Our World85 Questions
Exam 10: Modeling With Geometry127 Questions
Exam 11: Mathematics and the Arts62 Questions
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Solve.
-Given 0.22 centimeters is one side of a golden rectangle, find the length of the other side. Notice that the other side could be either longer or shorter than the given side. Use the approximation
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Form a tiling from the given figure using translations and reflections.
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-Which item is not related to the golden ratio?
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-The golden ratio divides a line into how many pieces?
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-A line is subdivided according to the golden ratio, with the smaller piece having a length of 7 meters. What is the length of the entire line?
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-Which subject was not a part of the quadrivium - the standard curriculum in medieval universities?
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-Which of the following is not a type of symmetry?
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-Starting at middle G with a frequency of 390 cps, find the frequency of the note 36 half-steps above middle G.
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-Starting with a tone having a frequency of 154 cycles per second, find the frequency of the tone that is one octave higher.
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-Starting with a tone having a frequency of 761 cycles per second, find the frequency of the tone that is three octaves higher.
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-Starting with a tone having a frequency of 579 cycles per second, find the frequency of the tone that is two octaves higher.
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-Draw an object with rotation symmetry.
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-Draw two cubes, one with perspective and one without.
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-Which regular polygon can be used to make a tiling?
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Solve.
-Given 5.1 kilometers is one side of a golden rectangle, find the length of the other side. Notice that the other side could be either longer or shorter than the given side. Use the approximation
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Form a tiling from the given figure using translations and reflections.
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-Starting at middle D with a frequency of 292 cps, find the frequency of the note five half-steps above middle D.
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-Starting with a tone having a frequency of 159 cycles per second, find the frequency of the tone that is four octaves higher.
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-The circle of fifths is generated by starting at a particular musical note and stepping upward by intervals of a fifth. By what factor does the frequency of a tone increase if it is raised by three fifths?
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