| A | B |
|---|
| Use inductive reasoning to find the next two numbers(1,2,3,4,?,?) | 5, 6 |
| Use inductive reasoning to find the next two numbers in the pattern(3,6,9,12,15,?,?) | 18, 21 |
| Use inductive reasoning to find the next two numbers in the pattern(0,3,8,15,?,?) | 24, 35 |
| Use inductive reasoning to find the next two numbers in the pattern(triangle, square, pentagon, ?, ?) | hexagon, heptagon |
| Use inductive reasoning to find the next two numbers in the pattern(3, 10, 6, 13, 9, ?, ?), | 16, 12 |
| Make a conjecture with the information given(On December 25 in the United States is Christmas) | If it is December 25 in the United States, then it is Christmas. |
| True or False: If a bisected segment is bisected, then the bisected segment is the same length on the bisector. | True |
| Are three points inone plane coplanar? | Yes |
| Tell wheter the statement is true or false(If x^2=49 then x=7) | True |
| Tell whether the statement is true or false, if false tell a counter example(If it is light outside, then I can't see) | False, If it is light outside, then I can see. |
| Find the length of AB(AF=36, FB=36, CX=24, AX=24, AD=46, DC=72) | AC=48 |
| Use inductive reasoning to find the next two numbers(-1, -3, -7, -13,?,?) | -21,-31 |
| Use inductive reasoning to find the next two numbers in the pattern(7, 21, 63, ?, ?) | 189, 567 |
| Use inductive reasoning to find the next two numbers in the pattern(2, -3, -8, -13, ?, ?) | -18, -23 |
| Use inductive reasoning to find the next two numbers in the pattern(2,5,10,17,?,?) | 26,37 |
| Two aaaco-planar angles that share a vertex and a side but do not are_______. | Adjacent angles |
| Two adjacent angles form a _______ if their nonshared rays form a straight angle......... | Linear pair |
| If two lines cross to make a x then the angles are ______. | Vertical angles |
| If two lines intersect to form right angles they are _______. | Perpindicular |
| Two angles that add up to 90 degrees are ______. | Complementary |
| Two angles that add up to 180 degrees are _________. | Supplementary |
| If two lines have the same slope and never intersect the are ________. | Right angle |
| An angle that measures 90 degrees is a _______. | Right angle |
| An angle that measures less than 90 degrees is _______. | Acute |
| An angle tha measures more than 90 degrees is ______. | Obtuse |
| An angle that mesasures 180 degrees is ______. | Straight angle |
| What is the measure of the complement of 70 degrees? | 20 degrees |
| What is the supplement of 70 degrees? | 110 degrees |
| Angle A+A=C ; Angle C= 180; Find the missing measurement. | 90 degrees. |
| Name seven types of triangles. | Scalene; Isosceles; Equilateral;Acute;Obtuse;Right;Equilangular |
| State the Property a=a | reflexive property |
| State the Property a=b then b=a | symmetric property |
| State the Property a=b and b=c then a=c | transitive property |
| State the Property a+c=b+c | addition property |
| State the Property a=b, then a-b=b-c | subtraction property |
| State the Property, If x=y then x can be substituted for y and y for x in an expression | substitution property |
| State the pythagorean theorm | a^2+b ^2=c^2 |
| What one angle do you need in a triangle to use the pythagorean theorm | a right/90o angle |
| What kind of statement is this, If P, then Q. | Conditional |
| What kind of statement is this, If not P, then not Q. | Inverse |
| What kind of statement is this, If Q, then P. | Converse |
| What kind of statement is this, If not Q, then not P. | Contrapositive |
| What word goes with this definition? The side of a right triangle opposite of the right angle | Hypotonuse |
| What word goes with this definition? In a right triangle, each of the two shorter sides is called___ | leg |
| Find the measure of a complementary and the supplementary measure for the angle given. A=73o | C=17o and S=107o |
| Finde the midpoint of these points (3,2) and (-1,4) | (1,3) |
| Find the endpoint of a midpoint and endpoint. E(3,1) M(4,2) | E(5,3) |
| Find the slpe of a line that has the points B(5,2) and C(5,600) | 0 Slope |
| Find the slope of a line that has the points A(5,2) and B(600,2) | Undefined |
| Find the slope of a line that has the points B(4,3) and C(6,7) | It has a slope of 1 |
| Tell whether the pair of lines are parralell, perpindicular or neither. y=2 and x=2 | perpindicular |
| Tell whether the pair of lines are parralell, perpindicular or neither. x=2and x=4 | parralell |
| Tell whether the pair of lines are parralell, perpindicular or neither. y=2x - 1 and y=7x - 4 | neither |
| Write an equation for the line that passes through (3,7) and is parralell to y=2 | y=7 |
| Write and equation for the line that passes through (2,6) and is perpindicular to the x-axis | x=2 |
| What is a diameter? | the distance across the middle of a circle |
| What is a radius? | half the distance across the middle of a circle |
| What is the radius if the diameter is 10? | 5 |
| What is the diameter if the radius is 12? | 24 |
| What is the diameter if the radius is 6.894037439884? | 13.788074879768 |
| What word goes with this definition? A line that intersects two or more other lines in the sam plane at different points. | Transversal |
| What is the definitio of same-side interior angles? | They lie on the same side of a transversal between the two likes it intersects |
| What is the definition of alternate interior angles? | They lie on opposite sides of a transveral, between the two lines that intersect |
| What is the definition of corresponing angles? | They lie on the same side of a transversal, in corresponding positions with respect to the two lines it intersects |
| What is the corresponding angle postulate? | If two parallel lines are intersected by a transversal then corresponding angles are congruent. |
| What is the alternate Interior angles theorm? | If two parallel lines are intersected by a transversal then alternate interior angles are congruent. |
| What is the sames-side interior angles theorm? | If two parallel lines are intersected by a transversal then same side interior angles are supplementary. |
| What is the converse of corresponding angles postulate? | If two lines are intersected by a transversal and the corresponding andles are congruent then the lines are parallel. |
| What is the converse of alternative interior angles theorm? | If two lines are intersected by a transversal and alternate interior angles are congruent then the lines are parallel. |
| What is the converse of same side interior angles theorm? | If two lines are intersected by a transversal and same side interior angles are supplementary then the lines are parallel. |
| What is the dual perpendiculars theorm? | In a plane, if two lines are both perpendicular to a third line then the two lines are parallel. |
| What is the dual parallel theorm? | If two lines are both parallel to a third line, then the two lines are parallel. |
| What is the parallel planes theorm? | If two planes are both parallel to a third plane the the two planes are parallel. |
| What is the intersection planes theorm? | If two parallel planes are intersected by a third plane then the lines of intersection are parallel. |
| What is the perpendicular postulate? | Through a point not on a given line there is exactly one line perpendicual to the given line. |
| What is the definition of SSS? | Side side side |
| What is the definition of SAS? | Side angle Side |
| What is the definition of ASA? | Angle side angle |
| What is the definition of HL? | Hypotenuse leg |
| What is the definition of AAS? | Angle Angle Side |
| Triangle HJK is congruent to triangle ABC, What angle is congrent to angle C? | Angle K |
| In an isoceles triangle 2 sides are congruent and the third side is the________. | base |
| the sides opposite teh congruent angles are the ______. | legs |
| A mediean of a triangle is any vertex to the ______ of the opposite side | midpoint |
| A _____ is a perpindicular line from a vertex to the opposite side. | altitude |
| True or False: AAA is not a postulate you can use in proving triangles. | true |
| can you make a triangle with the sides 5,2,and 8? | yes |
| can you make an isoceles triangle with the sides 6, 11, and 6? | no |
| in triangle ABC, A=20degrees B=40degrees and C=120degrees. Which side is the longest in the triangle. | side AB |
| from the above problem whcih is the shortest side of the triangle? | CB |
