Exploring Mathematics Chapters 1-11 Review Flashcards

1
Q

A scruple was a standard of weight for measuring

A

drugs

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2
Q

The study of the properties of whole numbers is called

A

number theory

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3
Q

a polygon with three sides and one right angle

A

right triangle

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4
Q

The Egyptian knotted rope was used to measure out

A

a triangle with a right angle

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5
Q

The next Fibonacci number after 89 and 144 is ___.

A

233

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6
Q

1, 2, 3, 4, 5

A

counting numbers

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7
Q

the orbit of Haley’s comet is of this shape

A

ellipse

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8
Q

0, 1, 2, 3, 4, 5

A

whole numbers

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9
Q

a mirror of this shape will focus sunlight

A

parabola

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10
Q

A whispering gallery has a shape like

A

ellipse

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11
Q

a rectangle with four equal sides

A

square

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12
Q

The length of a mile in feet is

A

5,280

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13
Q

What is the main reason to have leap days?

A

So the calendar will match the seasons or so the calendar year will be the same length as the solar year.

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14
Q

a quadrilateral with opposite sides parallel and equal in length

A

rectangle

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15
Q

1, 3, 5, 7, 9

A

odd numbers

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16
Q

week

A

seven days

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17
Q

day

A

earth rotates on its axis once

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18
Q

The sum of the _______________ of the legs of a right triangle are equal to the _______________ of the hypotenuse.

A

squares, square

19
Q

The next Fibonacci number after 89 and 144 is ___.

A

233

20
Q

Until 1960, the meter was considered

A

the distance between two scratch marks

21
Q

The Egyptian knotted rope was used to measure out

A

a triangle with a right angle

22
Q

A pint is a ___ the world around.

A

pound

23
Q

year

A

earth revolves around the sun once

24
Q

all points are the same distance from the center

A

circle

25
Q

month

A

moon revolves around the earth once

26
Q

A whispering gallery has a shape like

A

ellipse

27
Q

Doubling the length, width, and height of a box gives it a volume

A

eight times as great

28
Q

NASA’s Climate Orbiter to Mars failed because …

A

engineers used two different measures of force

29
Q

the problem that a computer helped solve was the

A

the four-color map problem

30
Q

A common fraction can be changed into a decimal by dividing the numerator by the

A

denominator

31
Q

the first part of the name means over or beyond

A

hyperbola

32
Q

season

A

due to the tilt of the earth’s axis, equal to three months

33
Q

Doubling the length, width, and height of a box gives it a volume

A

eight times as great

34
Q

Daniel Fahrenheit set the boiling temperature of water on his thermometer at

A

212 degrees

35
Q

The sum of the _______________ of the legs of a right triangle are equal to the _______________ of the hypotenuse.

A

squares, square

36
Q

is not a polygon

A

circle

37
Q

1/1, ½, ¾, ⅔

A

rational numbers

38
Q

-3. -2. -1, 0, +1, +2, +3

A

integers

39
Q

a polygon with five sides

A

pentagon

40
Q

2, 4, 6, 8, 10

A

even numbers

41
Q

In the 1600s, the French mathematician Rene Descartes discovered a way to combine algebra with

A

Geometry

42
Q

The square root of two, is an example of

A

an irrational number

43
Q
A

irrational numbers