Thursday, July 7, 2011
Wednesday, July 6, 2011
d
RA= (2A) cm. what is the area of square YRAM?
A. (4a^2) cm ^2
b. (2a^2) cm^2
C. (4a^2) cm
D. (4a) cm^2
E. (square root of 2 ) cm
A. (4a^2) cm ^2
b. (2a^2) cm^2
C. (4a^2) cm
D. (4a) cm^2
E. (square root of 2 ) cm
Use the table to identify the relationship of the second sentence to the first.
1.If a triangle has an obtuse angle, then it is not a right triangle.
2. If a triangle has no obtuse angle, then it is a right triangle
Choices.
co = contrapositive
bi = biconditional
le = logical equivalent
cv = converse
iv = inverse
1.If a triangle has an obtuse angle, then it is not a right triangle.
2. If a triangle has no obtuse angle, then it is a right triangle
Choices.
co = contrapositive
bi = biconditional
le = logical equivalent
cv = converse
iv = inverse
Use the table to identify the relationship of the second sentence to the first.
1. If two angles are vertical, then they are nonadjacent angles formed by two intersecting lines.
2. If two angles are adjacent or are not formed my two intersecting lines, then they are not vertical angles.
Choices
CO = contrapositive.
BI = biconditional
LE = logical equivalent
CV = converse
IV = inverse
1. If two angles are vertical, then they are nonadjacent angles formed by two intersecting lines.
2. If two angles are adjacent or are not formed my two intersecting lines, then they are not vertical angles.
Choices
CO = contrapositive.
BI = biconditional
LE = logical equivalent
CV = converse
IV = inverse
df
Choose the segments that represent opposite sides of this diagram.
A. AC and AD
B. AD and CB
C. AB and BD
D. AC and BD
A. AC and AD
B. AD and CB
C. AB and BD
D. AC and BD
gdfgdgd
Which of these segments has an endpoint C and a midpoint B?
A. segment DB
B. Segment CG
C. Segment CA
D. Segment DE
E segment GE
fsdgdfg
Name the sides of Angle 2
A. Rays BE and BC
B. Rays BP and BC
C. Rays AC and BC
D. Rays BE and BA
E. Rays BE and EA
dfsfgfsg
Lines n, k, EH, and M (blank) plane AHC
A. have the intersection
B. are edges of
C. do not lie in
D. lie in.
E. contain
Tuesday, July 5, 2011
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