Questions on Geometry: Volume, Metric volume answered by real tutors!

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Tutors Answer Your Questions about Volume (FREE)


Question 138966: If the volume of a rectangular prism is 84 cubic inches. Find three possible (different) dimensions, for the length, width and height.
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Question 138963: A scoop of ice cream has a diameter of 4.2 cm. It is placed in a cone with a diameter of 4 cm. and a height of 6 cm. If the ice cream melts into the cone, will it overflow the cone?
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Question 139255: This is about a swimming pool. Each end is a semicircle and the length and width of the rectangle are 40 feet and 20 feet, respectively. If their were a 1 foot wide cement border around the pool, What would be the area of the border?
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Question 139359: A rectangular peice of sheet metal measures 26 in. by 20 in. A square measuring 2 in. by 2 in. is cut out of each corner, and the sides are folded to form a box. What is the volume of the box? Please help because this is really difficult!!!!!!!!!!
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Question 139359: A rectangular peice of sheet metal measures 26 in. by 20 in. A square measuring 2 in. by 2 in. is cut out of each corner, and the sides are folded to form a box. What is the volume of the box? Please help because this is really difficult!!!!!!!!!!
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Question 139366: I can't seem to figure out how to find the volume of a pyramid with just the slant height and height given. Here's the problem;
Find the volume of a square pyramid with height 12 cm and slant height 15 cm.

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Question 139491: how do i find the volume of a cylinder with the height of 5?
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Question 139864: Good afternoon!I need some help with a problem so can somebody help me?
In cubic feet, how much greater is the volume of a cone with a height of 10 ft and the radius 6 ft than the volume of a square pyramid with a height of 10 ft and base edge length of 6 ft.
That is my question thanks so much whoever answers this!
Sincerely Confuse Student!

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Question 140377: what is the formula for a triangular prism? thank you 4 ur time & answer

p.s.: wat is the formula 4 the volume of a trapezodial prism? and the 2 steps to find the volume f any prism or cylinder???
thank u soooo much

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Question 140382: wat are the 2 steps for finding the volume of any cylinder or prism? plz help me on this so i can get my grade up in algebra so i can go on 2 9th gr.
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Question 140368: A life saver has a 3cm diameter, a 1cm diamter hole and has 1/2 cm height. Find the volume and total surface area of the life saver. (Just like the candy lifesaver) That is what the pic looks like.
Thankyou Shelly

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Question 140540: I have a couple of problems that I am trying to help my daughter to understand but I admit it's been years and I can't remember how to do them so I am going to submit them one at a time. I hope someone can help me help her. Here's the question: A cylinder has a volume of 85.6 cubic meters. If the radius is tripled and the height is doubled, what is the volume of the new cylinder? Thanks for your help!! Jennifer
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Question 140542: I have a couple of problems that I am trying to help my daughter to understand but I admit it's been years and I can't remember how to do them so I am going to submit them one at a time. I hope someone can help me help her. Here's the question. A cube has a volume of 33 cubic ,illimeters. All 3 dimensions of the cube changed by the same scale factor so that the volume of the new cube is 891 cubic millimeters. By what scale factor did each dimension change? Hope someone can help!! Thanks, Jennifer
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Question 140539: I have tried to figure this out so that I can help my daughter but I just can not remember how to do it. She didn't understand it so maybe you can help me help her. ok, here's the question, A rectangular prism has a volume of 54 cubic feet. If the length is doubled, the width is tripled, and the height is quadrupled, what is the new volume of the prism. Hope you can help. Thank You, Jennifer
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Question 140541: I have a couple of problems that I am trying to help my daughter to understand but I admit it's been years and I can't remember how to do them so I am going to submit them one at a time. I hope someone can help me help her. Here's the question. A rectangular pyramid has a volume of 154 cubic meters. If the height is multiplied by 10 what is the volume of the new pyramid? Thanks for your help. Jennifer
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Question 140759: A round swimming pool has a diameter of 20 feet and is 4 feet tall. How much water will the pool hold?
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Question 140759: A round swimming pool has a diameter of 20 feet and is 4 feet tall. How much water will the pool hold?
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Question 141129: what is the formula to calculate the inside volume of a rectangular container with width 10cm,length 10cm and height 21 cm?

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Question 141119: draw a cube and rectangular prism that would be filled exactly by 512 cubic yards of sand
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Question 141257: I'm trying to help my daughter with her science fair project. Her project was to find out if 3 different shaped containers(we used cylinder, round and square)with the same volume of water (355ml) in each, then frozen, would melt at the same or different speeds. I know that the one with the larger surface area will melt faster but what I'm not sure of is how to find out the surface area of each container. I didn't think it would be accurate to use the traditional surface area formula, measuring the container since the container isn't filled all the way. Hope this makes sense.
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Question 141371: What is the volume of a rectangular prism with length 4 feet width 3 feet and height 6 feet?
A. 13 cubic feet
B. 18 cubic feet
C. 72 cubic feet
D. 156 cubic feet

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Question 142030: I'm really in a bind. Started a new job this week and am hopelessly behind on homework, due at midnight tonight! Book is an e-book, out of paper and black ink! ISBN info above is from answer book for this course, but problem isn't even from the book.
The volume of a cube is given by V=s^3, where s is the length of a side. Find the length of a side of a cube if the volume is 800 cm^3. Round answer to 3 decimal places. (I can figure out the rounding part, lol)

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Question 142462: How are surface area and volume affected when the dimension of a box is quadrupled.
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Question 143004: a 24 foot round circle pool needs 2 inches of sand in the bottom. how much sand do i need (in yards)
~MO

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Question 143141: The length of a rectangular box is one inch greater than its width. the height is three times the length. The diagonal of the box exceeds the height by one inch find the volume of the box.
I know what everything equals I just dont know how to solve it algebracally.

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Question 143388: A sphere and a cone have the same radius. The volume of the cone equals the surface area of the sphere. If both of those statements are true, what would the height of the cone have to be.
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Question 143854: PROBLEM: VOLUME OF A BOX:
A RECTANGULAR PIECE OF METAL IS 10 IN. LONGER THAN IT IS WIDE. SQUARES WITH SIDES 2 IN LONG ARE CUT FROM THE FOUR CORNERS, AND THE FLAPS ARE FOLDED UPWARD TO FORM AN OPEN BOX. IF THE VOLUME OF THE BOX IS 832 IN.^3, WHAT WERE THE ORIGINAL DIMENSIONS OF THE PIECE OF METAL?

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Question 144116: What is the best way to determine the volume of the square-edged bottom corner of a material truck with rounded corners within the square corners? I am looking for the space between the square corner and the radius (times the length, naturally) divided by 27 to determine the take-out in cubic yards of a dump truck
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Question 144297: HOW DO YOU FIND THE VOLUME OF A TRIANGULAR PRISIM?
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Question 144336: Will you help me solve this px
7. (4 pts) A drinking glass is in the shape of a cylinder that is 60mm in diameter and 15cm tall. How many cubic centimeters of water will it hold?

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Question 144354: One of the bases of a right solid 10 inches high with 8" and 4". Find the volume of the solid
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Question 144577: I am studying for the generalist teacher's certification, and I am studying for the math section. I am stuck on finding a formula to solve the number of grains. I have an idea, but if you can just give me the steps to solve the equation without giving the answer. The question is The Sahara Desert covers about 8.3x10^13 squart feet. the average depth of the sand in the Sahara Desert is 200 ft. A grain of sand has a volume of approximately 1.3 X 10^-9. What would be the best estimate of grains in the sarah desert. I understand that the volume of a cube is given which is approx 1.3 X10^-9. Would I use the formula for the density?
Anna

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Question 145292: The volume of a cylinder is 60 cm cubed. What is the volume of a cone with the same base area and height?
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Question 145636: how much will the water weight in this hemispherical tank, tank is 4 meters long with a radius of.645 meters? the answer i come up with is 4763.5kg,is this correct?
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Question 145772: If each demention of a box is quadrupled, how are the surface area and volume affected?
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Question 146053: A square pyramid has a base with a side that measures 6cm. The height of the pyramid is 4cm. What is the volume of the pyramid?
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Question 146127: I'm not sure where this actually falls but my question is:
A certain kind of bacteria ha a growth constant of 0.04 (with respect to hours). If you start out with 120 grams, how much will you have after 7 hours?

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Question 146296: Find the volume, to the nearest tenth, of a pyramid that is 6 feet tall and whose base is an equilateral triangle with sides each 10 feet long????
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Question 146763: The volume of a cube is given by V=s^3,where s is the length of a side. Find the length of a side of a cube if the volume is 500cm^3.

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Question 147080: I have a swimming pool i need to know the number of gallons of water it holds the pool is24feet in diameter by 52inches deep
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Question 145664: draw a rectangular prism whitch has a volume of 4 cm3
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Question 147944: What is the volume of a cube with a side = sqrt 3 cm?
I appreciate any help! Thanks so much.

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Question 148364: Calculate the volume of a cube that has a surface area of 12cm?
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Question 148492: Two similar bottles of 'Sunshine Cola' have lengths that are 12cm and 15cm.
a) The volume of the large bottle is 1.5 litres. Calculate the volume of the smaller bottle.
b) The area of the label on the small bottle is 12cm squared. Calculate the area on the label of the large bottle.

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Question 149349: I'm trying to calculate the volume of a house attic with triangular roof. The dimensions are: 6.5 meters wide, 7 meters long and 2.8 meters high at the top of the triangular roof.
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