2x 4y 10 2 x + 4y 2x + 4y = 102 x + 4y + 102= 180 2x = 102 - 4y 51 – 2y + 4y + 102 = 180 2y + 153...
TRANSCRIPT
2x
4y
102
x + 4y
2x + 4y = 102 x + 4y + 102= 180
2x = 102 - 4y 51 – 2y + 4y + 102 = 180
2y + 153 = 180
2y = 27
x = 51 - 2y
x = 51 – 2(13.5)
x = 51 – 27
x = 24y = 13.5
81
x + 86 + 56 + 81 + 88 = 360
x + 311 = 360
x = 49
If 2 angles of 1 triangle are congruent to 2 angles of another triangle, then the angels are congruent.
Parallel Lines
Parallel lines are noncoplanar lines that do not intersect.
FALSE
Parallel lines are COPLANAR lines that do not intersect!
Skew Lines
Skew lines are noncoplanar lines. Therefore, they are neither parallel nor intersecting.
TRUE
Same-Side Interior Angles
If a transversal cuts two lines, same side interior angles are supplementary.
FALSE
If a transversal cuts two PARALLEL lines, same side interior angles are supplementary.
Corresponding Angles
If a transversal cuts two parallel lines, corresponding angles are supplementary.
FALSE
If a transversal cuts two parallel lines, corresponding angles are congruent.
Alternate Interior Angles
If a transversal cuts two parallel lines, alternate interior angles are congruent.
TRUE
Alternate Interior Angles
Alternate interior angles are always congruent.
FALSE
They are only congruent if the lines are parallel.
Triangle
In triangle ABC, <A = 91. Triangle <ABC could be a right triangle.
FALSE
At most, there is one obtuse angle or one right angle in a triangle.
Ways to Prove Two Lines Parallel
1. Show that a pair of CA are congruent.
2. Show that a pair of AI angles are congruent.
3. Show that a pair of SSI angles are supplementary.
4. Show that a pair of lines are perpendicular to the same line.
5. Show that both lines are parallel to a third line.
What is on my Test???
• True and False
• Finding values of x and y in triangle diagrams and in parallel line diagrams
• Finding CA, SSI, AI and Vertical angles & their transversals
• Polygon angle values
• 1 fill in the blank proof
• 1 completely blank proof about parallel lines