Podcast
Questions and Answers
What is the resulting line segment length if segment 'a' is 5 units and segment 'b' is 3 units in the expression 'a + b'?
What is the resulting line segment length if segment 'a' is 5 units and segment 'b' is 3 units in the expression 'a + b'?
- 8 units (correct)
- 15 units
- 5 units
- 2 units
What angle measurement is not requested to be drawn with a protractor and a ruler?
What angle measurement is not requested to be drawn with a protractor and a ruler?
- 60° (correct)
- 15°
- 105°
- 75°
Which expression represents the sum of an obtuse angle and an acute angle as mentioned in the exercises?
Which expression represents the sum of an obtuse angle and an acute angle as mentioned in the exercises?
- X° - Y°
- (180 - X)°
- X° + Y° (correct)
- 2Y°
For the expression '3a - b', if segment 'a' is 4 units and segment 'b' is 2 units, what is the length of the resulting line segment?
For the expression '3a - b', if segment 'a' is 4 units and segment 'b' is 2 units, what is the length of the resulting line segment?
Which angle measure would represent a straight angle derived from angle X?
Which angle measure would represent a straight angle derived from angle X?
Flashcards
Adding Line Segments
Adding Line Segments
Adding two line segments means placing them end-to-end and forming a new segment whose length is the sum of the original two segments.
Subtracting Line Segments
Subtracting Line Segments
Subtracting line segment 'a' from line segment 'b' means finding a new segment whose length is the difference between 'b' and 'a'.
Doubling a Line Segment
Doubling a Line Segment
Doubling a line segment means creating a new segment with twice the length of the original segment. Adding another segment 'a' is then done by placing it adjacent to the doubled segment.
Tripling and Subtracting
Tripling and Subtracting
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Drawing Angles
Drawing Angles
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Study Notes
Exercise - 1
- Construct line segments 'a' and 'b' according to given information.
- Examples of calculations: a + b, b - a, 2b + a, 3a - b
- Draw angles using a protractor and ruler.
- Required angles: 15°, 45°, 105°, 75°
- Draw obtuse angle X and acute angle Y.
- Calculate given measures: X° - Y°, X° + Y°, (180 - X)°, 2Y°
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