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Stan is standing on the bank of a river wearing a baseball cap. Standing erect and looking directly at the other bank.
Explain how to compute the volume of a regular tetrahedron of edge length 1.
If ABC is a 30-60-90 triangle, with angle ACB at 30 degrees, and line segment AC is the diameter of the circle, then if the length of line segment.
A parent group wants to double the area of a playground. The measurements of the playground are width is 2W and the length is 2L.
If each of two isosceles triangles has an angle that measures 120 degrees, then the two isosceles triangles must be similiar.
If I have a right prism with the prism height being 8 and the prism base being an isosceles triangle with a base of 3 (sides of 6).
What is a polygon? What is the difference between an equiangular polygon, an equilateral polygon, and a regular polygon?
If the diameter of circle M is 20, and the length of line segment DF is 12, what is the length of segment MJ?
Determine graphically the vertices of the triangle , the equations of whose sides are y=x; y=0; 2x+3y=10
Computing the Volume of a regular tetrahedron of edge length 2(alpha). Explain how to compute the volume of a regular tetrahedron of edge length 2(alpha).
Find the area of the isosceles triangle in which each of the equal sides is 14.72 in and the vertex angle is 47° 28' .
Find the length of the altitude drawn to the hypotenuse. The legs of the right triangle are 160 ft and 120 ft. The hypotenuse is 144 ft.
A mountain road is inclined 30 degrees with the horizontal, if a pick-up truck drives 2 mi. on this road , what change in altitude has been achieved?
In mountain communities, helicopters drop chemical retardants over areas which approximate the shape of an isosceles triangle.
Draw three different nonconvex polygons. When you walk around a polygon. at each vertex you need to turn either right (clockwise).
If the non-base angle of angle of an isosceles triangle has a measure of 70o, what is the measure of each base angle?
Given the metric space (X, p), prove that |p(x, z) - p(y, u)| < p(x, y) + p(z, u) (x, y, z, u is an element of X);
Find (and describe) all the regular tessellations of the plane. Note that septagons, nonagons, and 11-gons are not provided.
Forest rangers use degree measures to identify directions and locate critical spots such as fires.
Suppose you travel north for 65 kilometers then travel east 75 kilometers. How far are you from the starting point?
A patient is being treated with laser therapy to remove a tumour that is located behind a vital organ. The tumor is 5.7 cm below the skin.
Discuss how these strategies and processes encourage students to persist through difficult problems.
The preferred seating area of a music theater has a base that measures 34 yd and a height of 39.6 yd.
Explain how to derive the distance formula (assuming that the distance formula is not yet known), first in 2 dimentional and then in 3 dimentional.
Let's say you hgave an area with 100 feet of fence. Two configurations were a circle and a rectangle.