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Geometry Test Review Quadrilaterals Name_______<br />
Moody <strong>Answers</strong> Date________<br />
<br />
Part 1: Given Quadrilateral ABCD is a Parallelogram with m ADC = 134 ,<br />
<br />
<br />
m BAC = 22 , and m<br />
CBD= 52 . Find…<br />
__46___ = m BCD ___82___ = m<br />
ABD<br />
___82___ = m BDC ___22___ = m<br />
ACD<br />
D<br />
M<br />
A<br />
___104__ = m BMC ___76___ = m<br />
CMD<br />
C<br />
B<br />
<br />
Part 2: Given Quadrilateral ABCD is a Rhombus with m ADC = 116 and<br />
AB = 10 ; BD= k . Find…<br />
_64____ = m BCD __32____ = m<br />
CAD<br />
D<br />
A<br />
_58___ = m DBA __90____ = m<br />
BMC<br />
M<br />
_10____ = AD<br />
__k/2____ = MB<br />
C<br />
B<br />
<br />
Part 3: Given Quadrilateral ABCD is a Rectangle with m ABD = 58 ; AC = 20 ;<br />
Find…<br />
D<br />
___90__ = m BCD __32___ = m<br />
CBD<br />
A<br />
___58___ = m BDC ___58___ = m<br />
ACD<br />
M<br />
__32____ = m CAD ___32___ = m<br />
BDA<br />
_116___ = m BMC ___64___ = m<br />
CMD<br />
C<br />
B<br />
___20___ = BD<br />
__10____ = CM<br />
Part 4: Given Quadrilateral ABCD is a Square with AC = 12 2 .<br />
___90__ = m BCD ___45___ = m<br />
ABD<br />
A<br />
B<br />
__45____ = m CAD ___90___ = m<br />
BMC<br />
___12___= AD<br />
__ 6 2 ____= MB<br />
M<br />
D<br />
C
Part 5: Given Quadrilateral ABCD is a Kite with m BCA= 45 , m BDA= 30 .<br />
AC = 10, Find…<br />
__90____ = m BMC __30____ = m<br />
BDC<br />
B<br />
__60____ = m CAD __45____ = m<br />
BAC<br />
A<br />
M<br />
C<br />
__105___ = m BCD ___45___ = m<br />
ABD<br />
___10___= AD<br />
__5 2____= AB<br />
D<br />
Part 6: Given Quadrilateral ABCD is an Isosceles Trapezoid with bases<br />
<br />
AB = 4.4 and DC = 9.6 and midsegment EF ; AD = 6 m ABC = 115 . Find…<br />
__65____ = m BCD __115___ = m<br />
BAD<br />
__65___ = m ADC ___65___ = m<br />
BFE<br />
A<br />
B<br />
_115____ = m DEF ___3____ = AE<br />
E<br />
F<br />
__3___= FC ____7___= EF<br />
___26___= Perimeter ABCD<br />
Part 7: Algebra<br />
D<br />
C<br />
1. Given Rectangle ABCD and m ABC = 12x<br />
− 6 , find x. x=8<br />
<br />
2. Given Rhombus ABCD and m ABC = 80 . If m BCA= 7x+<br />
1, find x. x=7<br />
3. Given Parallelogram ABCD and m ABC = 12x<br />
− 6 and m BCD= 8x−14,<br />
find x. x=10<br />
4. Given trapezoid ABCD with median EF and bases AB and CD . Find<br />
AB if EF = 5x<br />
− 1, AB = x + 5 , and CD = 6x<br />
+ 2 x=3. AB = 8<br />
Part 8: What kind of quadrilateral is it if…(use midpoint, slope, distance formulas)<br />
1. A( - 2,3) B( 3, 0 ) C ( 0,- 5) D ( - 5,- 2) Square<br />
90°<br />
90° 90°<br />
Rectangle Rgombus Isos. Trapezoid Square Kite