Math Quiz/Exam

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Cards (77)

  • ANGLE PAIRS
    The relationship that exist between any two angles
  • ADJACENT ANGLES
    Are two angles with a common vertex, a common side, but no
    common interior points.
  • Is this an example of ADJACENT ANGLE? answer : No and why? : because it has no common vertex , no common side , and has interior points
  • COMPLEMENTARY : How we wil know that this has a 90 degree? answer : Has symbol
  • SUPLEMENTARY : is this an example of suplementary? answer : yes
  • Is this a example of linear pair?
  • Is this a example of linear pair? answer : Yes
  • How will you know that it's a LINEAR PAIR? because it has a line and has a 2 angle that you will see on a single line
  • Is this an example of LINEAR PAIR? answer : No and Why? : because it has no 2 angles that the lines are lying on but these are suplemenntary examples.
  • What do we call these two angles when they have a common vertex but not on the same side of the transversal? ANSWER : CO-INTERIOR ANGLES
    • Pag sinabi natin CONGRUENT PAIRS it means : SAME MEASURE
  • VERTICAL ANGLES : They have no COMMON SIDE , formed when two straight lines intersect each other. Their sides form two pairs of opposite rays and their angles are
    nonadjacent.
  • Vertical Angle are CONGRUENT
  • Adjacent angles
    Angles with a common side and vertex but no interior points
  • III. State whether the statement is always true (AT), sometimes true (ST) or never true (NT).
    1. Angles with a common side and vertex but no interior points are
    adjacent. (AT)
    2. The supplement of an angle is acute. (ST)
    3. The complement of an angle is obtuse.(NT)
    4. The complement of any acute angle is acute. (AT)
    5. Two intersecting lines form two pairs of vertical angles.(AT)
    6. Two supplementary angles are congruent. (ST)
    7. Angles that form a linear pair are supplementary.(AT)
    8. Supplementary angles form a linear pair. (ST)
    9. Two adjacent angles form a linear pair. (ST)
  • Geometry is a branch of Mathematics that deals with the relationships and properties of different figures such as points, lines, angles,
    and shapes.
  • GEO - Earth METRON - Measurement
  • PLANE
    A flat surface that extends infinitely long along its length and width
    No thickness
    Label:
    3 CAPITAL Letters (points)/
    Single Capital Letter
  • POINT
    A position in space Has a location
    No dimension, length, width, and thickness
    Does not occupy an area
    Can be modeled by a dot
    Label: CAPITAL Letter
  • LINE Straight line Made up of points that extends to infinity in opposite directions Infinite Length
    No width and thickness
    Label:
    2 CAPITAL Letters/ lowercase
  • COLINEAR
    Points on the SAME line
    NON-COLINEAR
    Points NOT on the SAME line
  • Example of a colinear and Non-Colinear
  • LINE SEGMENT
    has two endpoints
    do not extend in both directions
  • RAY
    has only one endpoint extends in only one direction
  • INTERSECTING LINES
    -
    Lines that meet at a common endpoint
  • PARALLEL LINES
    Coplanar lines that do not meet or intersect
  • PERPENDICULAR LINES
    Two intersecting lines that form 90° angle at intersection
  • SKEW LINES
    -
    Non-coplanar lines (not parallel, nor intersecting)
  • DIFFERENCE OF A LINE SEGNET AND LINE
  • SHORTCUT: RAY AND LINE AND LINE SEG (THE ARROW AT TH END OF A LINE SHOWS FOREVER LONG