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Mathematics
Geometry
Volume Calculation
How would I find the volume of a cube with edge lemgth of 3sqrt2 cm?
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well, what is (3√2)^3 ?
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damn i cant post a drawing..there r 2 cubes, cube x and cube y and the length of the cube x is 12cm.
A) find the volume of cube
Top answer:
Cube x: V = 12 * 12 * 12 V = 1,728 cu. cm. 1728/8 = 216
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A cube is a rectangular solid,the length with,and height of which have the same measure called the edge of the cube.The volume
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ummmm, 4^3, right?
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i actually have two questions.
- the edge of one cube is 4 m shorter than the edge of a second cube. the volumes of the two cubes
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1. Let x = side of the smaller cube and x+4 = side of other. Then (x+4)^3 - (x^3) = 1216 Solve for
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A solid cube with an edge 10 cm is melted to from two equal cubes. Find the ratio of the edge of the smaller cube to the edge of
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volume of smaller cube=500cm^2 edge length= cubroot500 ratio of smaller to larger:
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The edge of one cube is 5cm shorter than the edge of a second cube. The volumes of the two cubes differ by 875cm^3. Find the
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Let's assume that the edge of the smaller cube is 'x' cm. According to the given information, the
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The edge of one cube is 2 cm shorter than the edge of a second cube. The volumes of the two cubes differ by 386 cm^3. Find the
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To find the edge of the smaller cube, we can use factoring. Let's assume that the edge of the second
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A solid cube with an edge 10 cm is melted to from two equal cubes. Find the ratio of the edge of the smaller cube to the edge of
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http://www.jiskha.com/display.cgi?id=1420993031
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in a reference frame s, the volume of a cube is 1000cc.find the volume of the cube in a reference s'.which is moving paralell to
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One dimension, along the direction of motion of the cube will shrink in the observer's reference
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A cube has an edge length, aa , that is a rational number of centimeters. Identify which measurement will require the use of
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The measurement that will require the use of irrational numbers is the diagonal of one of the cube's
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One student multiplies the edge lengths of a right rectangular prism to get the a volume of 78 cubic units. What is one way to
Top answer:
Use the formula method to see if the volume is the same.
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