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CORE Module 3 Intro Const. Math Trade Terms (58)

Total questions: 58

Worksheet time: 29mins

Name
Class
Date
1.

In a division problem, the number that is divided into another number is called the _______. For example, in the problem 16 ÷ 8 = 2, 8 is the _______.

a)

Digit

b)

Difference

c)


Decimal

d)


Divisor

2.

A portion of a whole number represented by two numbers.

a)


Decimal

b)

Difference

c)


Fraction

d)


Equation

3.

The amount left over in a division problem. For example, in the problem 34 ÷ 8, 8 goes into 34 four times (8 × 4 = 32) with 2 left over, so the _______ is 2.

a)


Remainder

b)


Diameter

c)


Radius

d)


Perimeter

4.

Any of the numerical symbols 0 to 9.

a)


Digit

b)


Decimal

c)



Dividend

d)


Diameter

5.

Numbers greater than zero. For example, 1, 2, and 3 are _______ numbers. Except for zero, any number without a negative (-) sign in front of it is treated as a _______ number.

a)


Base

b)


Unit

c)

Negative

d)

Positive

6.

The result of a multiplication problem. For example, the _______ of 6 × 6 is 36.

a)


Vertex

b)


Perimeter

c)


Product

d)

Pi

7.

The result of an addition problem. For example, in the problem 7 + 8 = 15, 15 is the _______.

a)

Unit

b)

Square

c)

Sum

d)

Stud

8.

Complete number units without fractions or decimal.

a)


Formula

b)

Whole Numbers

c)

Fractions

d)

Decimals

9.

The result of subtracting one number from another. For example, in the problem 8 – 3 = 5, 5 is the _______ between the two numbers.

a)


Difference

b)


Product

c)


Divisor

d)

Quotient

10.

A mathematical statement indicating that the value of two mathematical expressions, such as 2 × 2 and 1 × 4, are equal. An _______ is written using the equal sign in this manner: 2 × 2 = 1 × 4.

a)

Mixed number

b)

Denominator

c)

Numerator

d)

Equation

11.

Numbers less than zero. For example,  -1, -2, and -3 are _______ numbers.

a)

Base

b)


Negative

c)


Positive

d)

Unit

12.

The result of a division problem. For example, when dividing 6 by 2, the _______ is 3.

a)


Remainder

b)


Quotient

c)

Product

d)


Sum

13.

The value that a digit represents in a whole number, determined by its place within the whole number or by its position relative to the decimal point. In the number 124, the number 2 represents 20, since it is in the tens position.

a)

Negative Numbers

b)

Positive Numbers

c)

Place Value

d)

Whole Numbers

14.

In a division problem, the number being divided is the dividend. For example, in the problem 16 ÷ 8 = 2, 16 is the dividend.

a)

Dividend

b)


Degree

c)


Divisor

d)

Denominator

15.

The part of a number represented by digits to the right of a point, called a _______ point. For example, in the number 1.25, .25 is the _______ portion of the number. In this case, it represents the fraction 25⁄100.

a)


Diagonal

b)


Divisor

c)


Diameter

d)


Decimal

16.

Carrying a significant amount of weight and/or providing necessary structural support. A _______ wall typically carries some portion of the roof’s weight and cannot be removed without risking structural failure or collapse.

a)


Brick

b)

Loadbearing

c)

Stem

d)

Fire

17.

The part of a fraction below the dividing line. For example, the 2 in 1⁄2 is the _______. It is equivalent to the divisor in a long division problem.

a)

Exterminator

b)

Terminator

c)

Denominator

d)

Numerator

18.

The part of a fraction above the dividing line. For example, the 1 in 1⁄2 is the _______. It is equivalent to the dividend in a long division problem. 

a)

Terminator

b)

Exterminator

c)


Denominator

d)


Numerator

19.

A vertical support inside a wall to which the wall finish material attaches. The base of a _______ rests on a horizontal baseplate, and a horizontal cap plate rests on top of a series of these items.

a)

Pony

b)

Mare

c)

Stud

d)

Mule

20.

Lengths of wood or steel that usually support floors, ceilings, or a roof. Roof _______ will be at the same angle as the roof itself, while floor and ceiling _______ are usually horizontal.

a)

Footer

b)

Header

c)


Joists

d)


Stud

21.

The amount of space contained within a three-dimensional space.

a)

Area

b)

Mass

c)

Unit

d)

Volume

22.

The quantity of matter present.

a)

Area

b)

Mass

c)

Unit

d)

Volume

23.

A standardized quantity used for a particular kind of measurement.

a)

Area

b)

Mass

c)

Unit

d)

Volume

24.

A three-dimensional object whose sides are all the same length.

a)


Cube

b)


Mass

c)


Unit

d)


Volume

25.

A push or pull on a surface. In this module, a force is the weight of an object or a fluid.

a)

Force

b)

Mass

c)

Cube

d)

Volume

26.

A combination of a whole number with a fraction or decimal. Examples of _______ _______ are 3 7/16 and 1 1/4.

a)


Common Fractions

b)

Mixed Number

c)


Improper Fraction

d)


Equivalent Fractions

27.

Fractions having different numerators and denominators but still having equal values, such as the fractions 1⁄2  and 2⁄4.

a)

Common Fractions

b)

Mixed Number

c)

Improper Fraction

d)

Equivalent Fractions

28.

A fraction whose numerator is larger than its denominator. For example,  6∕3  is an _______ _______.

a)

Common Fractions

b)

Mixed Number

c)

Improper Fraction

d)

Equivalent Fractions

29.

To reverse the order or position of numbers. In fractions, It means reversing the positions of the numerator and denominator, so 3⁄4  becomes 4⁄3. When dividing by fractions, one fraction is _______.

a)

Reverted

b)

Subverted

c)

Pi

d)

Inverted

30.

The length of a straight line that crosses from one side of a circle, through the center point, to a point on the opposite side. The _______ is the longest straight line that can be drawn inside a circle.

a)

Area

b)

Radius

c)

Diameter

d)

Circumference

31.

The amount of space contained in a two-dimensional object, such as a rectangle, circle, or square.

a)

Unit

b)

Area

c)

Volume

d)

Mass

32.

A closed curved line drawn at a constant distance around a central point. A _______ measures 360°.

a)

Circle

b)

Triangle

c)

Rectangle

d)

Square

33.

A four-sided shape with four 90° angles. Opposite sides of a _______ are always parallel and the same length. Adjacent sides

a)

Circle

b)

Triangle

c)

Rectangle

d)

Square

34.

A closed shape that has three sides and three angles.

a)

Circle

b)

Triangle

c)

Rectangle

d)

Square

35.

(1) A special type of rectangle with four equal sides and four 90° angles. (2) The product of a number multiplied by itself. For example, 25 is the _______ of 5; 16 is the _______ of 4.

a)

Circle

b)

Triangle

c)

Rectangle

d)

Square

36.

A mathematical process used to solve a problem. For example, the _______ for finding the area of a rectangle is Side A times Side B = Area, or A × B = Area.

a)

Product

b)

Pi

c)

Formula

d)

Quotient

37.

A unit of measurement for angles. For example, a right angle measures 90°.

a)

Degree

b)

Diagonal

c)

Unit

d)

Vertex

38.

A 180° angle or flat line.

a)

Acute Angle

b)

Right Angle

c)

Obtuse Angle

d)

Straight Angle

39.

An angle that measures 90°. The two lines that form a _______ _______ are perpendicular to each other. This is the angle most used in the crafts.

a)

Acute Angle

b)

Right Angle

c)

Obtuse Angle

d)

Straight Angle

40.

Any angle greater than 0° and less than 90°.

a)

Acute Angle

b)

Right Angle

c)

Obtuse Angle

d)

Straight Angle

41.

Any angle greater than 90° and less than 180°.

a)

Acute Angle

b)

Right Angle

c)

Obtuse Angle

d)

Straight Angle

42.

The mathematical study of two-dimensional (flat) shapes.

a)

Electron Geometry

b)

Solid Geometry

c)

Plane Geometry

d)

Molecular Geometry

43.

The mathematical study of three-dimensional shapes.

a)

Electron Geometry

b)

Solid Geometry

c)

Plane Geometry

d)

Molecular Geometry

44.

Angles that have the same vertex and one side in common.

a)

Adjacent Angles

b)

Opposite Angles

c)

Isosceles Triangles

d)

Scalene Triangles

45.

Two angles that are formed by two straight lines crossing. They are always equal.

a)

Adjacent Angles

b)

Opposite Angles

c)

Isosceles Triangles

d)

Scalene Triangles

46.

A triangle that includes one 90° angle.

a)

Equilateral Triangle

b)

Isosceles Triangle

c)

Right Triangle

d)

Scalene Triangle

47.

A triangle that has two equal sides and two equal angles.

a)

Equilateral Triangle

b)

Isosceles Triangle

c)

Right Triangle

d)

Scalene Triangle

48.

A triangle that has three equal sides and three equal angles.

a)

Equilateral Triangle

b)

Isosceles Triangle

c)

Right Triangle

d)

Scalene Triangle

49.

A triangle with sides of unequal lengths.

a)

Equilateral Triangle

b)

Isosceles Triangle

c)

Right Triangle

d)

Scalene Triangle

50.

Line drawn from one corner of a rectangle or square to the farthest opposite corner.

a)

Divisor

b)

Decimal

c)

Diameter

d)

Diagonal

51.

The distance around the outside of a closed shape, such as a rectangle, circle, square, or any irregular shape.

a)

Perimeter

b)

Circumference

c)

Radius

d)

Pi

52.

The distance around the curved line that forms the circle.

a)

Perimeter

b)

Circumference

c)

Radius

d)

Pi

53.

The distance from a circle’s center point to any point on the curved line, or half the width (diameter) of the circle.

a)

Perimeter

b)

Circumference

c)

Radius

d)

Pi

54.

A mathematical constant value approximately equal to 3.14 (or 22⁄7) used to determine the area and circumference of circles. It is sometimes symbolized by the Greek letter π.

a)

Pie

b)

Eye

c)

Cry

d)

Pi

55.

The point at which two or more lines or curves come together.

a)

Apex

b)

Space X

c)

Malcom X

d)

Vertex

56.

As it relates to triangles, the base is the line forming the bottom of the triangle.

a)

Angle

b)

Base

c)

Cube

d)

Digit

57.

The shape made by two straight lines coming together at a point. The space between those two lines is measured in degrees.

a)

Angle

b)

Base

c)

Cube

d)

Digit

58.

To divide into two equal parts. For example, when an angle is _______, the two resulting angles are equal.

a)

Base

b)

Bent

c)

Bisect

d)

Busted