How would the construction be different if you changed the compass setting?

How would the construction be different if you changed the compass setting?

If you change the setting of the compass and draw an arc from point B, the points of intersection of the arcs will still create a perpendicular line but will not pass through the midpoint of AB (creating a perpendicular line but not a perpendicular bisector).

How was the construction be different if you change the compass setting in the next step of the perpendicular bisector construction?

How would the construction be different if you changed the compass setting in the next step of the perpendicular bisector construction? If the setting of the compass is changed, then the arcs made by it wont intersect each other at all. Then construction of the perpendicular bisector would not be possible.

How would the construction be different if the Compass Point were placed at random point on the original line?

The construction would be different if the compass point were placed at random points on the original line because then the line would not be lined up correctly in the middle and it will not be correct, hence why you need to put the compass on A and B.

Which is the correct construction of a perpendicular bisector?

A perpendicular bisector is a line that meets a given line segment at a right angle and cuts the given line segment into two equal halves. Constructing such a line requires that we draw an equilateral triangle on the given line segment and then bisect the third vertex.

What are the step in constructing perpendicular and parallel lines?

Constructing perpendicular and parallel lines

  1. Step 1: Draw a perpendicular line between A and XY.
  2. Step 2: Measure the perpendicular distance between the point and the line.
  3. Step 3: Draw a point that is the same distance from the line.
  4. Step 4: Draw the parallel line.

What are the steps in constructing perpendicular?

Read through the following steps.

  1. Place your compass on the given point (P). Draw an arc across the line on each side of the given point.
  2. Open your compass so that it is wider than the distance from one of the arcs to the point P.
  3. Use your ruler to join the given point (P) and the point where the arcs intersect (Q).

How do you draw a pair of parallel lines 4 cm apart using ruler and compass?

Draw a pair of parallel line cm apart using ruler and compass. Following steps: Draw a line….Therefore and are parallel line with apart.

  1. At point draw a curve which cuts the line at point and.
  2. From point and cut a point and joint the line and extend it.
  3. Take measurement cm and cut the line at point.

What does it mean when something is parallel?

: to be similar or equal to (something) : to happen at the same time as (something) and in a way that is related or connected. : to be parallel to (something) : to go or extend in the same direction as (something)

How do you construct parallel lines at a distance of 4 cm?

Step-by-step explanation: First draw a line segment l of any length(take 6cm). With the help of scale take 4cm from line segment l (as shown in the figure☝☝) and draw another line segment m of the same line.. Then the lines l and m are parallel to each other…..

What does it mean to draw a parallel?

: to indicate ways in which two distinct things are similar The essay draws parallels between the lives of the two presidents.

Which is used to draw a line parallel to a given line?

We can draw parallel lines using set square and scale.

Is used to draw parallel lines on a job?

Explanation: Using roll-n-draw scales, we can draw parallel lines very accurately and fast. They are used to draw parallel lines in the horizontal direction, vertical direction and also in inclined planes.

How do you draw a parallel line using a protractor?

Oké, but how can you use this?

  1. Cast a line on your paper with your protractor.
  2. Put your protractor so that the 0 is located on the end of the line. (
  3. If you want to make an angle of 90 degrees (a right angle) put a dash in 90 (Fig.
  4. Then you put a line from the point where the 0 stood at the bar of the 90 (Fig.
  5. Done!

When the cone resting on base on VP is cut by section plane parallel to VP then the true shape is?

Explanation: Given the section plane is perpendicular to H.P and V.P and axis of cone perpendicular to H.P. So if a regular cone is been cut by plane which is parallel to its axis and plane is not coinciding with the axis then section formed will be parabola.