Questions on Geometry: Bodies in space, right solid, cylinder, sphere answered by real tutors!

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Question 1012971: What volume of wood is used in making an open wooden box that is 5dm long, 4dm wide and 3.5 dm high, external dimensions if the wood used is 2cm thick.
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Question 1016559: an iron pipe 10 feet long has an internal diameter of 1 feet. if the iron is 1/2 inch thick, find the volume of metal in the pipe

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Question 1016559: an iron pipe 10 feet long has an internal diameter of 1 feet. if the iron is 1/2 inch thick, find the volume of metal in the pipe

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Question 1017821: An error of 2% was made in measuring the radius of a sphere. Find the approximate sorrespong percentage error the mesuring of irts volume.
THANK YOU

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Question 1018066: The height and radius of a right circular cylinder are equal. If the surface area and the volume of the cylinder are equal, what is the length of its radius.
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Question 1018110: The diameter of a lead ball is2.1cm The density used is11.34cubic cm what is the wieght of the lead ball

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Question 1018110: The diameter of a lead ball is2.1cm The density used is11.34cubic cm what is the wieght of the lead ball

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Question 1018064: A packing box of dimensions 4 in. by 9 in. by 2 in. A smaller box has dimensions 2 in. by 3 in. by 2 in. How many of these smaller boxes will fit inside the larger box? Explain your answer.
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Question 1018226: The element of a cylinder is 5 in. and the perimeter of its right section is 40 in. Find its lateral area.
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Question 1018229: Find the total area of a cylinder of height 15 cm. and base radius of 3.5 cm
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Question 1018228: Two cylinders have bases of equal radii. The ratio of their altitudes is 2:3. Find the ratio of a) their volumes b) their lateral areas.
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Question 1018215: A cylinderical can has a radius of 3.4 cm.and when a sphere is placed in it , the water covers it. Now if the sphere is fit in it then find the,
A) total surface area of can.
B) depth of water in can before the sphere.

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Question 1018215: A cylinderical can has a radius of 3.4 cm.and when a sphere is placed in it , the water covers it. Now if the sphere is fit in it then find the,
A) total surface area of can.
B) depth of water in can before the sphere.

Click here to see answer by ankor@dixie-net.com(22740) About Me 
Question 1018215: A cylinderical can has a radius of 3.4 cm.and when a sphere is placed in it , the water covers it. Now if the sphere is fit in it then find the,
A) total surface area of can.
B) depth of water in can before the sphere.

Click here to see answer by ikleyn(52777) About Me 

Question 1018345: A 2 cu. ft. of copper is to be made into copper wire 1/8 in. in diameter. How many feet of copper wire is made?
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Question 1018347: A concrete pipe, 2.44 meters long has for its outside diameter 533 mm. and inside diameter of 425 mm. Find the amount of concrete used in manufacturing 1,000 concrete pipes.
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Question 1018509: Two cylinders have bases of equal radii. The ratio of their altitudes is 2:3.Find the ratio of a) Their Volumes. B) Their lateral area.
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Question 1018540: What is the least number of faces that a prism can have? Explain your answer.

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Question 1018508: What is the least number of faces that a prism can have?
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Question 1019493: The altitude of the cylinder is increased by 20% while its radius is also increased by 30%. What is the percent increase in the volume of the cylinder.
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Question 1020011: a rectangular field has to be fenced on three sides leaving a side of 20 feet uncovered. If the area of the field is 680 sq.feet, how many feet of fencing will be required
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Question 1019491: What is the length of the diagonal of the largest cube that can be cut from a right circular cylinder of radius r and height r ?
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Question 1020919: A cylinder pipe has inner diameter of 7cm and water flows through it at the rate of 192.5 litres per minute. Find the speed of water in km/hour
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Question 1020919: A cylinder pipe has inner diameter of 7cm and water flows through it at the rate of 192.5 litres per minute. Find the speed of water in km/hour
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Question 1021647: A block of ice 8 in. and 5 in. by 3 in. is to be melted in an open conical pot 10 in deep and with radius 4 in. Find the depth of the water when the ice is completely melted in the pot.
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Question 1021647: A block of ice 8 in. and 5 in. by 3 in. is to be melted in an open conical pot 10 in deep and with radius 4 in. Find the depth of the water when the ice is completely melted in the pot.
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Question 1021646: The legs of a right triangle are 4ft. And 3ft. Find the lateral and the volume of the solid generated by the right triangle revolved about the longer leg as an axis.
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Question 1024314: You have a cylinder with a diameter of 15 inches and height of 12 inches. What is the volume of the
largest sphere that will fit inside of it?

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Question 1024150: Jenny build a pyramid out of sugar cubes to model a Mayan pyramid. Each layer is a solid square of sugar cubes and the pyramid looks the same on all four sides. The bottom layer shows 10 cubes along each side. The next layer shows 9 cubes along each side and so on ending with one cube on top. Jenny paints all the surfaces of the pyramid that are showing. How many cubes have no paint on them?
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Question 1025287: a spherical ball having a diameter of 60cm is placed on a cylindrical tank which cotains a liquid. The spherical ball was fully submerged on the liquid inside the tank. If the water level inside the tank rises by 10cm,what is the diameter of the cylindrical tank?
looking forward for the answer,..thank you

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Question 1025446: how many nos. of spherical balls with dia "d" can be placed in a layer of circular tank with dia. D ?
thanks

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Question 1025449: Find the total cost of polishing , if it cost 10 php per square meter to polish the lateral surface area of a 10 meter marble monument in the shape of a frustum of a regular pyramid with upper and lower base edges measuring 8 m and 4 m, respectively.
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Question 1025612: Find the volume of the largest sphere that can be inscribed in a cube of edge 12 cm.
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Question 1025615: Three spheres of radii 4,5,and 6 inches are placed in a cylinder of diameter 15 inches. Find the minimum volume of water needed to completely submerge the three spheres.
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Question 1025615: Three spheres of radii 4,5,and 6 inches are placed in a cylinder of diameter 15 inches. Find the minimum volume of water needed to completely submerge the three spheres.
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Question 1025591: Hi, Dear All Gems,
I Thank you, Fombitz(26269) for your valuable information.
My question - previous post question number
Question 1025446:
how many nos. of spherical balls with dia "d" can be placed in a layer of circular tank with dia. D ?
thanks
Here I am again little bit elaborating the same question (Question 1025446)
Tank is filled with water up to certain level not fully, when we place Spherical (PP)balls in to the tank
How many number of balls are required to form a layer above the liquid level?
Say

Tank dia. = 16000 mm
Spherical (PP) ball dia. = 50 mm
How many number of balls will be there at top of the liquid? To form a single layer/stack

Thank you.
Regards,
Pothula

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Question 1026623: Find the area and volume of a lune whose angle is 45 degrees drawn on a sphere whose diameter is 10 cm.
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Question 1026622: How many spherical degrees are there in a lune which is 1/5 the area of the sphere on which it is drawn?
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Question 1026624: The diameter of a spherical ball is 30 in. A plane is passed so as to cut from the spherical ball a circular section of 14 in. in diameter. If the smaller zone determined by this section is to be painted blue, what area is to be covered?
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Question 1026680: What is the number of board feet in a plank 3 inches thick, 1 foot wide and 20 feet length?
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Question 1027010: The volume of a sphere is numerically equal to twice its surface area. What is the radius of the sphere?
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Question 1027010: The volume of a sphere is numerically equal to twice its surface area. What is the radius of the sphere?
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Question 1027009: The areas of two spheres have the ratio 4:25. What is the ratio of the radii?
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Question 1027395: The corresponding base edges of a frustum of a regular pyramid are in the ratio 2:3 .Find the ratio between the lateral area of the frustum and the complete pyramid
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Question 1027396: How far from the vertex of a pyramid of altitude H must a plane be passed so as to form a section which is equal to one third the base of the pyramid.
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