Name this shape. Be as specific as possible.
Name this shape. Be as specific as possible.
Which quadrilaterals always have diagonals that are congruent?
Which quadrilaterals have congruent opposite angles?
Which quadrilaterals always have consecutive angles that are supplementary?
Which quadrilaterals always have diagonals that are perpendicular?
Which quadrilaterals always have diagonals that bisect each other?
Which quadrilaterals have 4 congruent angles?
Which quadrilaterals have congruent opposite sides?
Which quadrilaterals 4 equal sides?
Which quadrilaterals have diagonals that are perpendicular?
If the quadrilateral below is a square, find the missing measures.
VU=
SU=
TV=
SW=
If the quadrilateral below is a square, find the missing measures.
Do not forget to use the degree symbol in your answers. ( ° )
m∠EFG=
m∠GDH=
m∠GEF=
m∠DHG=
If the quadrilateral below is a square, solve for x and find the missing measures.
x=
Do not forget to use the degree symbol in your answers. ( ° )
m∠RQT=
m∠PTQ=
If the quadrilateral below is a trapezoid, find the missing measures.
Do not forget to use the degree symbol in your answers. ( ° )
m∠C=
m∠E=
If the quadrilateral below is a trapezoid, find the missing measures.
Do not forget to use the degree symbol in your answers. ( ° )
m∠Q=
m∠S=
If the quadrilateral below is a trapezoid, find the missing measures.
Do not forget to use the degree symbol in your answers. ( ° )
m∠J=
m∠L=
m∠M=
If the quadrilateral below is a trapezoid, find the missing measures.
Find x=
Do not forget to use the degree symbol in your answers. ( ° )
m∠VST=
If the quadrilateral below is a trapezoid, find the missing measures.
Find x=
Do not forget to use the degree symbol in your answers. ( ° )
m∠M=
m∠N=
m∠O=
m∠P=
If the quadrilateral below is a trapezoid, find the missing measures.
Find x=
Do not forget to use the degree symbol in your answers. ( ° )
m∠W=
m∠X=
m∠Y=
m∠Z=
If EFGH is an isosceles trapezoid, EH = 4x – 27, FG = x + 9, EG = 3y + 19, and FH = 11y – 21,
solve for x and y.
Find x=
Find y=
Rectangle | Square | Parallelogram | Rhombus | Isosceles Trapezoid | |
|---|---|---|---|---|---|
All Sides are equal | |||||
Opposite Sides are equal | |||||
Opposite Sides are parallel | |||||
All angles are equal | |||||
Opposite angles are equal | |||||
Sum of two adjacent angles is 180 | |||||
Diagonals bisect each other | |||||
Diagonals bisect at 90° |
Name this shape. Be as specific as possible.
Name this shape. Be as specific as possible.
Name this shape. Be as specific as possible.
Name this shape. Be as specific as possible.
Solve for x
x=
x=
Find the x and the indicated angles.
x=
m∠T=
m∠Q=
Remember for right triangles:
Your answers should be rounded to the nearest tenth place.
BC=
Find WX.
WX=
Find AB.
AB=
Find ML.
x=
JK=
ML=
Find GH.
x=
GH=
Find RS.
x=
RS=
UT=
For trapezoid WXYZ, U and V are midpoints of the legs. Find UV.
x=
WX=
UV=
ZY=
For trapezoid GHJK, L and M are midpoints of the legs. Find KJ.
x=
GH=
KJ=
