Given XY = 15, WX = 22, ZX = 32, WT = 10, m∠WZY = 62°, m∠WXT = 27°, and m∠ZWT = 77°.
ZW=
ZY=
TX=
WY=
m∠TZY=
m∠XYZ=
m∠XWT=
m∠XYT=
▱LMNP is a parallelogram.
Solve for x.
What is the length of LM?
▱WXYZ is a parallelogram.
Solve for x
What is the length of YZ?
▱ABCD is a parallelogram.
Solve for x.
Find m∠A.
Find m∠B.
▱ABCD is a parallelogram.
If m∠ABC = 115, find m∠ADB.
x=
m∠ADB=
▱ABCD is a parallelogram.
If TV = 74 and WV = 4x + 1, solve for x.
x=
TW=
▱ABCD is a parallelogram.
If NS = 2x + 7 and SQ = 5x – 23, find NQ.
x=
NS=
NQ=
Given ▭ ABDC.
Given DB = 42, AD = 26 DC=33, and m∠DAE = 52°.
AC=
EB=
BC=
AB=
m∠ADC=
m∠ABD=
m∠BCA=
m∠DEC=
▭ CDEF is a rectangle.
Solve for x.
x=
What is the length of EF in feet?
EF=
▭ RSTU is a rectangle.
If RT = 5x – 14 and US = 2x + 10, find VT.
Solve for x.
x=
What is the length of VT in inches?
VT=
▭ ABCD is a rectangle.
Find m∠BCE.
Solve for x.
x=
m∠BCE=
y=
▭ DEFG is a rectangle.
Solve for each variable.
x=
y=
z=
Directions: If each quadrilateral below is a rhombus, find the missing measures.
Given ◇TUVW is a Rhombus.
TU=
WU=
TX=
TV=
Directions: If each quadrilateral below is a rhombus, find the missing measures.
Given ◇JKLM
m∠KNL =
m∠KJL =
m∠MLK =
m∠JKM =
m∠JML =
Given ◇NPQR is a rhombus.
x=
Find PQ
Given ◇ABCD is a rhombus.
x=
Find m∠ADB.
If PQRS is a square and TR = 17, SR=24, find each missing value.
PR=
QS=
QT=
PQ=
m∠PRS=
m∠STR=
m∠PSR=
m∠QPR=
If STUV is a square with SW = 2x + 13 and WU = 8x – 41, find VT.
Given □ STUV is a Square.
x=
VT=
Directions: If each quadrilateral below is a square, find the missing measures.
Given □ STUV is a Square.
x=
VU=
SW=
SU=
Given □ PQSR is a Square, find the missing measures.
m∠PQT=
Solve for x.
m∠PQR=
If each quadrilateral below is a trapezoid, find the missing measures.
M∠C=
M∠E=
STUV is a trapezoid.
Solve for x.
m∠S=
If each quadrilateral below is a trapezoid, find the missing measures.
x=
M∠M=
M∠N=
M∠O=
M∠P=
If each quadrilateral below is a trapezoid, find the missing measures.
x=
M∠W=
M∠X=
M∠Y=
M∠Z=
If MNOP is an isosceles trapezoid, MP = 16x – 12, NO = 9x + 9, PN = 5y + 19, and MO = 12y – 37, solve for x and y.
x=
y=
MP=
PN=
If AB = 7 and DC = 31, find EF.
If AB = 41 and EF = 47, find DC.
For trapezoid PQRS, Y and Z are midpoints of the legs.
x=
YZ=
SR=