Geometry Answers

you and your friend are comparing the locations of the stores a a mall in your city. your firend describes the relative locations of some of the all stores in teh following way. The clothing store C is located along Hallway 1. The food court F is due east of the clothing store along hallway 1. The music store M is northeast of teh food court so that it is obtuse. The food court and music store are along Hallway 2. The bookstore B is southeast of the food court so that it is acute. The food court and bookstore are along hallway 3. The shoe store s is due east of the food court on hallway 1. use your friends description to draw a diagram showing the relaive locations of the stores

FXY equals six, YZ equals four and XZ equals to which point is between the other two

A dart hits the square dartboard shown below at a random point. Find the probability that the dart lands in the shaded circular region. Each side of the dartboard is 7in, and the radius of the shaded region is 3in.

Find the component form of the vector that translates a(3,-2) to a(-1,4)

an ornament is being packaged into a cube shaped box. The edge of each face of the cube is 14cm long. how many packaging material would be required to store 10 of these ornaments

Omar has $350 to spend on the garden he is designing. The triangle stones cost $20 each, and the border pieces co $5 to make. How long a path can Omar afford to make?

The government has policy to make a highway as soon as possible. So, the constructor used the heavy machine instead of using man labour. A machine operator dug out a field in the shape of circular having radius 3 m and some depth 10 m. answer the following question.
A. When the machine operator dug out the field in the given dimension , the three dimensional shape of the digging area is ?
B. Find the volume of the soil .
C. How much cover area of the field dug out ?
D. Find the total inner surface area of the digging field.
E. If the cost of digging out of 1 cubic metre field is Rs 50 . find the total cost of complete digging out field.

The surface area of a sphere inscribed in a regular tetrahedron is 144 cm2

23. If a sphere is inscribed in a cube of side What is the volume of the sphere?

a) 36πcm^3
b) 8/3πcm^3
c) 288πcm^3
d) 972πcm^3

The surface area of a sphere inscribed in a regular tetrahedron is 144 cm2

22. What is the altitude of the tetrahedron?.
a) 20 cm
b) 24 cm
c) 28 cm
d) 48 cm

The surface area of a sphere inscribed in a regular tetrahedron is 144 cm2

21. What is the radius of the sphere?

a) 12 cm
b) 7 cm
c) 6 cm
d) 5 cm