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Geometry
2x−2, KL=x-9,KL=x−9, and JL=2x+8,JL=2x+8, determine the numerical length of \overline{KL}.
KL
.
KL
.
Geometry
an area was measured on a plan by a scale ruler 290mm × 334mm.compute the ground area in the squate meters if the scale are 1:2000
Geometry
A concrete monument is a regular pentagonal pyramid with a base edge of
40 cm and one of its lateral edges measure 50 cm.
10. How much concrete is needed to build the monument?
40 cm and one of its lateral edges measure 50 cm.
10. How much concrete is needed to build the monument?
Geometry
A concrete monument is a regular pentagonal pyramid with a base edge of
40 cm and one of its lateral edges measure 50 cm.
8. What is the monument’s altitude?
9. If the lateral surface of the monument is to be covered with glass, how much glass is needed?
40 cm and one of its lateral edges measure 50 cm.
8. What is the monument’s altitude?
9. If the lateral surface of the monument is to be covered with glass, how much glass is needed?
Geometry
An inverted regular square pyramid has an altitude of 12m and with top
edge of 3m is fully–filled with water.
4. What is the volume of the water in m3?
A portion of water is to be removed so that water will be 7m deep.
5. What is the area at the surface of the water when it is 7m deep?
edge of 3m is fully–filled with water.
4. What is the volume of the water in m3?
A portion of water is to be removed so that water will be 7m deep.
5. What is the area at the surface of the water when it is 7m deep?
Geometry
A regular square pyramid has an altitude of 15 m and a volume of 125 m3.
1. What is the base edge of a square pyramid?
2. What is the slant height of the pyramid?
3. What is the lateral area in m2?
1. What is the base edge of a square pyramid?
2. What is the slant height of the pyramid?
3. What is the lateral area in m2?
Geometry
how do we find the midpoint of a segment on a number line?
Geometry
A pyramid of height 15 ft is to be divided into three solids by passing
planes parallel to the base. Find the height of each solid if their volumes
are equal.
planes parallel to the base. Find the height of each solid if their volumes
are equal.
Geometry
A cylindrical container of height equal to twice the diameter of its base can
hold 12 liters (1L= 1,000 cm3) of water. Another cylindrical container with
the same capacity has its height equal to three times the diameter of its
base.
1.What is the diameter of the second container?
hold 12 liters (1L= 1,000 cm3) of water. Another cylindrical container with
the same capacity has its height equal to three times the diameter of its
base.
1.What is the diameter of the second container?
Geometry
You have given an equal sided triangle with side length a. A straight line connects the center of the bottom side to the border of the triangle with an angle of x. Derive an expression for the enclosed area A(x) with respect to the angle
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