Try the fastest way to create flashcards

Geometry Final

Get a hint

identify the hypothesis and conclusion of the conditional statement

Click the card to flip 👆

1 / 100

1 / 100

Students also viewed

Final Exam Geometry

58 terms

Triangles Unit Test/Review

40 terms

Geometry - QUIZ 3: SLOPE AND LINES

17 terms

Triangles Unit Test 92%

25 terms

Unit 2- AP Computer Science Principles

15 terms

honors geometry exam semester 1

119 terms

Unit 5 Test: Congruent Triangles

29 terms

26 terms

Chapter four math test- Rathbun Geometry

27 terms

Geometry 1A - Classifying Triangles

7 terms

Geometry Polygon Quiz

24 terms

Terms in this set (100)

identify the hypothesis and conclusion of the conditional statement

hypothesis: it is raining
conclusion: it is cloudy

write a conditional statement from the statement
a horse has four legs

if it is a horse, then it has four legs

determine if the conditional statement is true. if a figure has four sides, then it is a square

false; a rectangle has four sides, and it is not a square

write the converse, inverse, and contrapositive: if an animal is a bird, then it has two eyes

converse: if an animal has two eyes then it is a bird
inverse: if an animal is not a bird then it does not have two eyes
contrapositive: if an animal does not have two eyes then it is not a bird

write the conditional statement and converse within the biconditional: a rectangle is a square if and only if all four sides of the rectangle are equal length

conditional: if all four sides of the rectangle are equal length then it is a square
Converse: if a rectangle is a square then it's four sides are equal length

for the conditional statement write the converse and a biconditional statement: a figure is a square if and only if it is a rectangle

Converse if a squared plus B squared equals C squared than the figure is a right triangle with sides A B & C
biconditional: a figure is a right triangle with sides A B and C if and only if A squared plus B squared equals C squared

determine if the biconditional is true. if false give a counterexample: a figure is square if and only if it is a rectangle

The biconditional is false. A rectangle does not necessarily have four congruent sides

write the definition as a bike biconditional: an acute angle is an angle whose measure is less than 90°

an angle is acute if and only if it's measures less than 90°

solve the equation 4X -6 = 34

[1] addition property of equality
[2] division property of equality

write a justification for each step

[1] angle addition postulate
[2] division property of equality

identify the property that justifies the statement: AB is congruent to CD and CD is congruent to EF so AB is congruent to EF

transitive property of congruence

See an expert-written answer!

We have an expert-written solution to this problem!

write a justification for each step given that EG = FH

[1] segment addition postulate
[2] substitution property of equality

fill in the blanks to complete the two column proof.
given: angle one and angle two are supplementary the measurement of angle 1 = 135°

[1] measurement of angle one equals 135°
[2] definition of supplementary angles
[3] subtraction property of equality

use the given plan to write a two column proof:
given: measurement of angle one + measurement of angle two = 90°, measurement of angle 3+ measurement of angle four = 90°, measurement of angle two = measurement of angle three

[1] measurement of angle 3+ measurement of angle four = 90°
[2] substitution property
[3] subtraction property of equality

how many true conditional statements may be written using the following statements:
n is a rational number.
n is an integer
n is a whole number

three conditional statements