formula required

equation/s required to calculate dimensions and construction of a frustum shaped plate in its flat form before rolling into cone shape.

Create constructions-

Construction- To construct two angles the same measurement Please construct the following. Please make it large enough. not very small thank you Step1. Draw an acute angle. Label the vertex P. Step 2. Use a straightedge to draw a ray on your paper. Label the endpoint T. Step 3. With P as the center , draw a large arc ...continues

Create Construction

Please create this construction where I can see it. You may have to use a dark marker. Also, make the drawing large. Thank you. Step 1. Draw a scalene triangle and label the vertices ,A,B and C. Step 2. Place the compass at point B and draw an arc that intersect line segment AC in two points. Label the points of inters ...continues

Geometry Construction- To Construct A Median Of A Triangle

Step 1. Draw a scalene triangle and label the vertices, A,B,AND C. Step 2. The side opposite vertex A is line segment BC. Find the midpoint of line segmentBC by constructing the bisector of line segmrnt BC. label the midpoint M. Step 3. Use a straightedge to draw linesegment AM. Line segment AM is the median of triang ...continues

Geometry Construction- To Construct A Congruent Triangle

Step 1. Draw an acute scalene triangle. Label the vertices A, B,C on the interior of each angle. Step 2. Construct a segment congruent to line segment AC. Label the endpoints D and E. Step3. Adjust the compass setting to the length of line segment AB. Place the compass at point D and draw a large arc above line segment D ...continues

Find the locus of a vertex.

The equation of the circle is given as: x^2+y^2=25 A parallelogram is constructed as follows: Vertex O is at the origin, vertex A is on the circle, vertex C is on the y-axis and the diagonal AC is parallel to the x-axis. See attached figure Question: 1. Find the locus of vertex B. 2. Describe the geometrical shap ...continues

Two lines intersect one another at the point (-4,1). Find their equations.

Two lines intersect one another at the point (-4,1), and create two triangles in the first and third quadrants (see figure). The area of both triangles is equal to 1. Find the equations of the intersecting lines.

Locus of point in a plane

Find the locus of all points that their distance from (3,0) is 3/5 of their distance to the line x=25/3. What shape do these points form and what are the intersection points with the axis?

Right triangles

Please give answer and explanation and or steps if needed please to check my work. 1) Draw a right triangle whose sides (not the hypotenuse) have lengths of 8 and 15. Angle A is adjacent to the side of 8, and angle B is adjacent to the side with the length of 15. The tan A=? 2) For the same triangle in question 1 do f ...continues

Right triangles

1) For the given triangles, a = 14.5m, b = 6.03m and alpha = 55.6 degrees. Find theta. Answer in units of degrees. No picture, but use points (0,0), (5,0), (5,7) for triangle one. The x side is labeld a and the angle near the origin is alpha. Now the second triangle is against the y side or against the side from (5,0) ...continues