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To construct the midpoint of a given line, use a compass to draw arcs on both ends of the line that intersect the line. Next, use a straight edge to draw a line connecting the two intersection points of the arcs. This line will pass through the midpoint of the original line.
Do you mean with a compass and pencil? If so, put the point of the compass on one end of the line. Set the radius to more than half of the line and describe an arc above and below the line. Then move the point of the compass to the other end of the line, and keeping the radius the same, prescribe arcs above and below the line so that the arcs intersect the initial arcs. Then join the points of intersection (one on each side of the line) and you will have bisected the line. (It's easier to see with illustrations).
Start with b. To do this, plot the point (0, b). "Begin with B and Move with M!"
Move to the left. For example: when you start with 10 and take away 4, you start at 10 on the number line and move four numbers to the left to reach 6 as your answer.
1. Using a ruler, draw a straight line that starts at one end of the line to be trisected (the "original" line) and forms an angle with it that is some number of degrees less than 90. 2. Using a compass (the drawing kind, not the navigating kind), set some distance on it, say, 2 inches. 3. Putting the point at the intersection of the original line and the one you just drew, make a mark with the pencil end that intersects the line you just drew. Place the point on that intersection point and repeat. Now move the compass and repeat again. 4. From the point at which your third mark intersects the line you drew in step 1, draw a straight line to the end of the original line. 5. Using a protractor, measure the angle formed by the line you drew at step 1 and the step 4 line. 6. With the protractor draw a line from the second mark to the original line that has the same angle as the line in step 5. 7. With the protractor draw a line from the first mark to the original line that has the same angle as the line in step 5. 8. Take a break! For another method of trisecting a line segment, please follow the link.
To construct the midpoint of a given line, use a compass to draw arcs on both ends of the line that intersect the line. Next, use a straight edge to draw a line connecting the two intersection points of the arcs. This line will pass through the midpoint of the original line.
Move the two on the outside of the line of 4 to the line of 2. Then move the single pin from the line of 1 in front of the new line of 2. Line 1: Start: 1 pin End: 0 pins Line 2: Start: 2 pins; End: 4 pins Line 3: Start: 3 pins; End: 3 pins Line 4: Start: 4 pins; End: 2 pins Line 5: Start: 0 pins; End: 1 pin.
Graph the two lines or equations you want to find the intersection of. Then adjust the window so that you can see the intersection point. (If you don't know where it is, try pressing ZOOM and choosing ZoomFit.) Then press 2ND CALC (above TRACE) and choose option 5, intersect. Use the up and down arrows to select the first equation you want to find the intersection point on, and press ENTER. Do the same thing for the second equation. The calculator will now say "Guess?". Use the left and right arrows to move the x-like shape as close to the intersection point as possible, then press ENTER. The calculator will tell you the intersection point and the bottom of the screen. If you get a NO SIGN CHNG error, then it might be because the intersection point is not on the screen. Change the window so that you can see the intersection point and try again. Also, make sure that your guess is somewhat close to the intersection point.
Do you mean with a compass and pencil? If so, put the point of the compass on one end of the line. Set the radius to more than half of the line and describe an arc above and below the line. Then move the point of the compass to the other end of the line, and keeping the radius the same, prescribe arcs above and below the line so that the arcs intersect the initial arcs. Then join the points of intersection (one on each side of the line) and you will have bisected the line. (It's easier to see with illustrations).
Start with b. To do this, plot the point (0, b). "Begin with B and Move with M!"
Do you mean with a compass and pencil? If so, put the point of the compass on one end of the line. Set the radius to more than half of the line and describe an arc above and below the line. Then move the point of the compass to the other end of the line, and keeping the radius the same, prescribe arcs above and below the line so that the arcs intersect the initial arcs. Then join the points of intersection (one on each side of the line) and you will have bisected the line. (It's easier to see with illustrations).
If you press the enter key in middle of the paragraph, the data at the right of the insertion point will move to the next line and start the new paragraph
The Devine Cross - In the sky there is a great cross that does not move formed by a line along the plain from the center of the galaxy to its edge and the other line is formed along an intersecting plane with a line from the center of the celestial equator to the southern point. The center intersecting point is the center of the Milky Way referred to as the gap or the Dark Riff. This coordinate is fixed. The Mundane Cross - Also referred to as the terrestrial cross, is viewed from the ground. It is formed by the ecliptic intersect of the Equinox and the Solstice. (These points of intersection are called equinoctial points-the vernal point and the autumnal point.)
Press the SHIFT key to move the insertion point down a line and return to the left margin.
The simplest ws to move your insertion point to the beginning and end of a text line is just to click there. To move your insertion point to the beginning of a document, press ctrl+home, and to move it to the end of a document, press ctrl+end on your keyboard.
Pressing Home will move your insertion point to the beginning of the current line.
an insertion point is where the cursor blinks and u start typing