Congruence and 1D shapes
A 1D shape that is a connection between two endpoints
What is a line segment?
Names of the directions of rotation
What is clockwise and counterclockwise?
The sum of all of the interior angles of a square
What is 360 degrees?
A circle has a radius of 5. Its area in terms of pi
What is 25π?
What is a sphere?
A 1D shape that is an endpoint connected to an arrow
What is a ray?
A box slides along a surface. The type of transformation has taken place
What is translation?
The definition of an isosceles triangle
What is a triangle with two equal sides?
A circle has a radius of 10. Its circumference in terms of pi
What is 20π?
The closed shape that appears from connecting 4 line segments of equal length to each other such that the angle between each line segment is 90 degrees
A 1D shape formed by the connection of two arrows
What is a line?
A triangle's height decreases as it moves right along a path. A ball is placed all the way to the left of the triangle, and it rolls down. The type of transformation and direction of transformation of the ball
What is clockwise rotation?
The angle measure of one angle of an equilateral triangle
What is 60 degrees?
A circle's area is 16pi, so the perimeter is
What is 8pi?
Several circles of equal radius stack on top of each other looks like a
Cylinder
Line segment BC is the perpendicular bisector of Line segment AD. If point B lies on line segment AD, and if AB = 5, BD =
What is 5?
The minimum amount of degrees a regular Dodecagon would need to be rotated for its image to be identical to its initial state
What is 30 degrees?
The perimeter of a regular hexagon is 60 ft. The length of one side of the hexagon
What is 10 ft?
The formula for finding the arc length of a circle using radius, pi, and angle of arc
What is (θ/360)*2*π*r?
A ball rolls down an incline from the leftmost edge starting at 10 ft high. The incline is 6 ft long. Eventually, the ball rolls 3 feet to the right. The current height of the ball is
What is 5 ft?
Regular heptagon ABCDEFG is congruent to Regular heptagon RTYUIOP. if AB = 4x+20 and RT = 8x+4, the perimeter of heptagon ABCDEFG.
What is 252?
If a pentagon was sitting along the first quadrant of a coordinate plane with its bottom left corner touching the origin. The equivalent transformation to rotating it 180 degrees clockwise about the origin would be
What is reflecting it across the x axis and y axis?
The angle measurement of one angle inside a Regular Dodecagon
What is 150 degrees?
The formula for finding the area of a section of a circle using radius, pi, and angle of arc.
What is (θ/360)*π*r2?
Someone is stacking circles on top of each other. the first circle starts at a radius of 4 and the last circle ends at a radius of 10. Also the radius of each circle is equal to the height above the table at which the circle is placed. Assuming that the increase in circle sizes resembles a continuous linear function, The volume of the 3d shape that is created in terms of pi (hint: it's a portion of a simple 3d shape you know).
What is 312π?