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Geometry formulas Flashcards | StudBud
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Geometry formulas
Geometry formulas
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middle school geometry formulas #geometry #formulas
Flashcards
19 cards
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Practice quiz
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Questions
19
Answers
1
What figure's volume is found using this formula?
Rectangular prism
Rectangular pyramid
Cylinder
Trapezoid
2
Is this figure a polyhedron?
No
Maybe
Yes
On weekends and holidays
3
Which shape is not a polyhedron?
Square pyramid
Heptagonal cone
Pentagonal prism
Hexagonal pyramid
4
For which shape would you use this formula?
Rectangle
Trapezoid
Triangle
Torus
5
What do the letters on the right of the equal sign represent?
pi, radius, height
Circumference, diameter, height
pi, rectangle, height
pi, radius, half
6
When finding the surface area of this cylinder, what will the formula πd help you find?
Height of the rectangle
Area of the circles
Volume of the figure
Length of the rectangle
7
Area of what shape can be found with this formula?
Rectangle
Cylinder
Circle
Triangle
8
We use this formula to find the volume of what figure?
Tetragon
Prismatic cube
Triangular prism
Cylinder
9
You can find the area of what shape using this formula?
Tetrahedron
Parallelogram
Sphere
Trapezoid
10
What is the volume of this rectangular prism?
21 cm3
280 cm3
140 cm3
280 cm2
11
How would you find the area of this composite figure?
Multiply length times width
Use the trapezoid formula
Find the area of its smaller polygons
Add all the edges
12
What information can this formula give you?
Volume of a Cube
Volume of a Cylinder
Volume of a Square
Volume of a Circle
13
What figure's volume can be found using this formula?
Icosahedron
Tetrahedron
Triangular Prism
Triangular Pyramid
14
What polyhedron will this net make?
Square pyramid
Tetrahedron
Triangular pyramid
Triangular cone
15
Use this formula to find the area of which polygon?
Parallelogram
Square
Pyramid
Trapezoid
16
What does the L in this formula represent?
Length
Large
Latitude
Long
17
What estimate is commonly used for π?
7/22
22/9
3.41
3.14
18
How many faces, edges, and vertices does this figure have?
6 faces, 12 edges, 8 vertices
3 faces, 9 edges, 7 vertices
6 faces, 10 edges, 8 vertices
4 faces, 4 edges, 4 vertices
19
When finding surface area, it is important to ______________.
Square the base.
Divide the total by one-half.
Find the area of all sides.
Answer in units cubed.
