You can use a protractor!
Draw the baseline and measure the angles and mark them. Then finally join them together!
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1. A given length of line is drawn from points A to B. 2. A compass is used to measure the line and construct an equalateral triangle using line A to B as the base side of the triangle. 3. Use the compass to bisect the two adjacent ventexs at the base of the triangle extending these lines till they intersect finding the center, point O, of the triangle. 4.Draw the solution finding line parallel to A to B through point O. Extend this line to intersect with the sides of the triangle at points C and D. 5. One third of line A to B is equal to line section A to C and line section B to D.
Construct 2 perpendicular lines which will meet at 90 degrees then by bisecting this angle wll give a 45 degree angle
First draw a circle. Keeping the compass at the same angle; from any point on the circle's edge, draw another arc that intersects the circle's edge and (should) go through the centre as well. Repeat these arcs until you get back to the start. Using a ruler, connect the six intersect points on the edge of the circle and erase the construction lines.
Most often, a construction in math is when you are asked to construct a geometric object, such as an equilateral triangle, using tools such as a compass and a ruler.
To construct a triangle with sides of lengths 7 cm, 9 cm, and 10.5 cm using a ruler and compass, start by drawing a line segment 10.5 cm long, which will be one side of the triangle. Then, use a compass to draw an arc of 7 cm radius from one endpoint and another arc of 9 cm radius from the other endpoint of the line segment. The intersection of these two arcs will be the third vertex of the triangle. Finally, connect this vertex to the endpoints of the 10.5 cm segment to complete the triangle.
To make a circle using a compass and a ruler, first place the compass point on the paper where you want the center of the circle to be. Adjust the compass width to the desired radius of the circle. Keeping the compass width the same, draw a complete circle by rotating the compass around the center point. Use a ruler to ensure the circle is drawn accurately and smoothly.
With the ruler and compass construct a right angle isosceles triangle with a base of 9 cm At 4 cm from the LHS or RHS of the base draw a line that meets the apex of the triangle The angle of this line will be 40 degrees because each 1 cm of base space represents 10 degrees when joined to the apex
Geometric figures can be drawn using a compass and a straight edge. This is commonly known as ruler and compass construction.
To bisect an angle using a compass and ruler, start by placing the compass point on the vertex of the angle and drawing an arc that intersects both rays of the angle. Label the points where the arc intersects the rays as A and B. Next, without changing the compass width, place the compass point on point A and draw an arc inside the angle. Repeat this step from point B, creating two intersections of the arcs. Finally, use the ruler to draw a straight line from the vertex of the angle through the intersection of the two arcs, which will bisect the angle.
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Well, honey, you start by drawing a line with your ruler. Then, you put the point of your compass on one end of the line and draw an arc. Next, you put the point of your compass on where the arc intersects the line and draw another arc. Where those arcs meet is your 32-degree angle. Voila!
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use trisection method
You cannot, you must use a protractor.
To construct a 125-degree angle using a compass and ruler, start by drawing a straight line and marking a point on it (point A). Using the compass, draw an arc centered at point A that intersects the line. Without changing the compass width, place the compass point on one intersection and draw another arc above the line. Repeat this from the other intersection, creating two arcs that intersect. Finally, use a ruler to draw a line from point A through the intersection of the arcs, forming a 125-degree angle with the original line.