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Test your basic knowledge |
Elementary Math Vocab
Start Test
Study First
Subjects
:
math
,
elementary
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. A quadrilateral with all four sides equal in length; 4 congruent sides
Quadrilateral
Rhombus
Supplementary Angles
Parallel Lines
2. Have a top point and bottom polygon - sides are triangles
Pyramids
Ray
How do you use similar triangles to measure objects?
Heptagon
3. Pair of nonadjacent angles formed by the intersection of 2 lines.
Vertical angles
Relationship Between Perimeter and Area
Parallel Lines
Obtuse triangle
4. A quadrilateral with 2 parallel sides
Collinear Points
Pyramids
Trapezoid
Parallel Lines
5. polygon with 7 sides
Trapezoid
Octagon
Heptagon
Kite
6. Area=base*h Volume formula - 1/3 area of the base
When Translating an Object
Rectangle
Area of a parallelogram
Collinear Points
7. Two coplanar lines that do not intersect - and have the same slope. Are perpetually the same distance from one another.
Collinear Points
Coplanar lines
Parallel Lines
Vertical angles
8. A figure that is formed by two rays sharing a common vertex
Vertical angles
Right angle
Pentagon
Angle
9. Make sure lines are 1/2 the measurement of the angle you are trying to create
Similarity
Line of Reflection to rotate
Segment
Kite
10. Polygon with 5 sides
Adjacent angle
Pyramids
Pentagon
Line of Reflection to rotate
11. When a set of lines intersect in such a way that it creates two right angles and one 180* angle
Perpendicular Lines
Convex
Parallel Lines
Trapezoid
12. A line linking to points
Acute Triangle
Segment
Area of a parallelogram
Rectangle
13. Area = pr2 (squared)
Coplanar lines
Area of a Circle
Bisect
Relationship Between Perimeter and Area
14. Quadrilateral with the distinct pairs of equal adjacent sides; looks like a kite:)
Scalene
Area of a Triangle
Kite
Segment
15. Four sided polygon with congruent angles and sides
Perpendicular Lines
Obtuse Triangle
Square
Equilateral
16. A shape that has one or more internal angles that are greater than 180*
Reflection
Concave Polygon
Area of a parallelogram
Prism
17. Remember that similar triangles have proportional corresponding sides create ratios and solves
Bisect
How do you use similar triangles to measure objects?
Convex
Similarity
18. A pair of complementary angles that add up to 90 or supplementary to equal 180
Adjacent angle
Pyramids
Bisect
Parallelogram
19. The perpendicular bisector of the pre-image and the image
Reflection
Similarity
Rhombus
Vertical angles
20. 4 coplanar line segments each connected to form a closed shape Ex: square - kite - rhombus - rectangle - trapezoid - parallelogram etc
Segment
Kite
Quadrilateral
Reflection
21. Lines that intersect at single point
Quadrilateral
Rectangle
Concurrent Lines
Isosceles
22. 4 sides polygon with all equal angles (90*)
Hexagon
Adjacent angle
Rectangle
Obtuse triangle
23. This is when two shapes have the SAME angles - and proportional corresponding sides.
Similarity
Obtuse triangle
Reflection
Isosceles
24. Area= 1.2 b*h
Line of Reflection to rotate
Reflection
Hexagon
Area of a Triangle
25. A triangle with one angle that's greater than 90*
Right angle
Acute Triangle
Obtuse triangle
Skew Lines
26. An angle that measures smaller than 90*
Acute Angle
Hexagon
Congruent
Ray
27. A polygon with 8 sides
Octagon
Acute Angle
Relationship Between Perimeter and Area
Concave Polygon
28. Equal in size and shape
Line of Reflection to rotate
Parallel Lines
Congruent
Segment
29. Quadrilateral with both pairs of opposite parallel sides Ex: rectangle - square - rhombus
Parallelogram
Angle
Octagon
Pyramids
30. Polygon with 6 sides
Angle
Convex
Kite
Hexagon
31. Circle
Square
When Translating an Object
What shape has the potential to have the largest Area?
Isosceles
32. A triangle with two sides with equal length and one that's not equal.
Kite
Isosceles
Right angle
Area of a Triangle
33. 2 angles that add up to be 180*
Collinear Points
Supplementary Angles
Similarity
Kite
34. Triangle that has three equal sides in length
Equilateral
Concave Polygon
Hexagon
Collinear Points
35. A shape in which all internal angles are less than 180*
Line of Reflection to rotate
Convex
Obtuse triangle
Diagonals
36. Two non parallel lines that don't intersect
Diagonals
Skew Lines
Quadrilateral
Circumference formula
37. one of the internal angles is greater than 180* only one angle can be 180* - no more.
Congruent
Obtuse Triangle
Pyramids
Line of Reflection to rotate
38. A three sided figure that has internal angles of 90* or less.
Acute Triangle
Trapezoid
Relationship Between Perimeter and Area
Prism
39. Triangle with 3 different sides in length
Segment
Skew Lines
Right angle
Scalene
40. A portion of a line that has a starting point and a direction
Area of a parallelogram
Rectangle
When Translating an Object
Ray
41. Cut something in half
Skew Lines
Ray
Bisect
How do you use similar triangles to measure objects?
42. Line segment connecting two non adjacent verities
Area of a Circle
Supplementary Angles
Diagonals
Obtuse Triangle
43. A set of two points that lay on a straight line => think of two buddies that are points on one line.
Congruent
Bisect
Collinear Points
Perpendicular Lines
44. 2 or more lines that cross at the same point.
How do you use similar triangles to measure objects?
Intersecting lines
Coplanar lines
Similarity
45. Lines that lay on the same plane
Quadrilateral
Area of a Triangle
Coplanar lines
Concave Polygon
46. If you know the perimeter - you can create a range of what the area would be
Relationship Between Perimeter and Area
Pyramids
Circumference formula
Similarity
47. Tiling patterns - are repeating a shape in a pattern in order to completely fill a space. not all shapes will work - hexagons for example will - but octagons wont
Rectangle
Pentagon
Tessellations
Segment
48. Angle measures 90*
Relationship Between Perimeter and Area
Pyramids
Perpendicular Lines
Right angle
49. 2pr= C
Circumference formula
Adjacent angle
Heptagon
Perpendicular Lines
50. Top and bottom are congruent polygons - sides are parallelograms - 1/3area of the base= volume
Parallelogram
How do you use similar triangles to measure objects?
Skew Lines
Prism