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WorksheetsEnd of the Year Geometry Project
Total questions: 25
Worksheet time: 17mins
Find the midpoint of a line segment with endpoints (3,4) and (8,1).
(2.5,5.5)
(-5,3)
(5.5,2.5)
(5,3)
Are the lines parallel, perpendicular, or neither?
y=2x-5/9
y=-5/9x+2
Parallel
Perpendicular
Neither
∠ABC measures 72 degrees. If ∠ABD measures 36 degrees, then Ray BD is ________.
A midpoint ray
An angle protractor
An angle midpoint ray
An angle bisector
∠1 and ∠2 are ________. Select all that apply.
Vertical angles
Horizontal angles
Complementary angles
Supplementary angles
∠1 and ∠5 are ________.
Alternate Interior angles
Consecutive angles
Corresponding angles
Alternate Exterior angles
What type of rigid transformation is shown?
(a)
The sum of all interior angles in a triangle always equals (a) degrees.
The sum of two sides of a triangle cannot be _________. Select all that apply.
Less than the third side
Greater than the third side
Equal to the third side
Greater than the third side multiplied by 2
What kind of triangle is shown?
Right
Scalene
Obtuse
None of the above
Parallelogram ABCD is translated 3 units left and 1 unit down. What are the coordinates of Parallelogram A'B'C'D'?
(4,-3),(10,-3),(12,-6),(6,-6)
(-4,3),(-10,3),(-12,6),(-6,6)
(3,4),(3,10),(6,12),(6,6)
(1,2),(7,2),(9,5),(3,5)
Which type of rigid transformation was performed on ΔABC to result in ΔA'B'C'?
Translation of 45°
Reflection of 180°
Rotation of 180°
Rotation of 90°
Which transformation was performed on ΔABC to result in ΔA'B'C'? Dilation with scale factor of (a) .
What is the center of dilation in the transformation shown?
(a)
∆A'B'C' is the result of two transformations. Which two transformations were performed on ∆ABC to result in ∆A'B'C'?
Dilation
Reflection
Translation
Rotation
What is the equation to solve for the hypotenuse shown?
√4²+6²=?
4²+6²/2=?
4²+6²=?
√4²+6²/2=?
These two triangles are congruent by _________.
SAS
SSS
RL
HL
Find the measure of ∠A using the length of the hypotenuse. Select all that apply.
sin-1(15/17)
tan-1(15/8)
sin-1(8/17)
cos-1(8/17)
Find the area of the quadrilateral shown.
(a)
The quadrilateral shown is a parallelogram. Solve for x.
(a)
Which equation can be used to find the area of a kite?
A=1/2(b₁+b₂)h
A=bh
A=1/2(d₁+d₂)h
A=1/2(d₁*d₂)
Find the area of the circle shown using the radius.
113.04
75.36
118.32
97.49
Find the area of the shaded sector inside the circle.
46.89
200.96
154.07
42.67
Find the length of Arc BC using central angle ∠BAC and the circumference of the circle.
13.94
11.72
9.48
10.51
The net of a three-dimensional figure is shown. Which three-dimensional figure does the net belong to.
Triangular Pyramid
Rectangular Prism
Triangular Prism
Rectangular Pyramid
Find the volume of the cylinder shown.
78.25
117.75
92.35
47.15
