Angle Relations
Types of Angles
2D shapes
3D shapes
Transformations
100

Why can we assume that <FDE and <BDE are congruent?

Because they are vertical angles.

100

2 angles that add to 90 degrees.

What is a complementary angle?

100

sqrt[(x-x)^2+(y-y)^2

The name of the formula above.

What is the distance formula

100

Is the following three-dimensional shape a polyhedron? If so, how many faces does it have?

What is YES and 5 faces.

100

Reflect the following points over the y-axis

A(-2,2)

B(3,-6)

C(4,4)

A'(2,2)

B'(-3,-6)

C'(-4,4)

200

Can we assume that <4 and <6 are complementary?

No, because they are supplementary.

200

2 angles that add to 180 degrees.

What is a supplementary angle?

200

The result of adding all of a shapes sides together.

What is the perimeter?

200

Is the following image a polyhedron? If so, how many faces does it have?

What is NO?

200

Reflect the following points over the x-axis.

P(-3,5)

Q(9,10)

R(4,-7)

P(-3,-5)

Q(9,-10)

R(4,7)

300

Can we assume that DC is perpendicular to AC?

No, because they don't show that angle ACD is a right angle.

300

2 nonadjacent angles that have a common endpoint.

What is a vertical angle?

300

Find the area of a square that has a side composing of the points (-1,2) and (-3, 5)

What is 26.

300

Find the volume of the rectangular prism.

What is 60 inches.
300

Translate the following points using a vector of 

<4,-2>

R(0,4)

S(3,2)

T(-2,10)

R'(4,2)

S'(7,0)

T'(2,8)

400

Can we assume <7 and <8 are a linear pair?

Yes, because their non shared sides create a straight angle (180 degrees)

400

2 angles that share a side and an endpoint.

What is an adjacent angle?

400

The perimeter of a triangle whose endpoints are P(0,4), Q(-5,0), and R(5,0). Round to the nearest tenth.

What is 22.8?

400

Find the surface area of the following cone. Round to the nearest tenth if necessary.

What is 497.4?

400

Rotate the following points 90 degrees counterclockwise.

A(-3,4)

B(-5,7)

C(0,4)

Rule: 

A'(-4,-3)

B'(-7,-5)

C'(4,0)

500

Can we assume that <GBA and <GBD are adjacent?

Yes, because they share endpoint B and side GB.

500

A pair of adjacent angles whose nonadjacent sides measure to 180 degrees.

What is a linear pair?
500

The perimeter of a rectangle whose sides are A(3,4), B(-2,4), C(3,-3), D(-2.-3).

What is 24?
500

Find the volume of the following triangular prism.

What is 36cm?

500

Rotate the following points 90 degrees clockwise.

T(4,4)

U(2,7)

V(1,6)

Rule: 

(x,y) vector (y,-x)

T'(4,-4)

U'(7,-2)

V(6,-1)

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