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A cube measures 13 centimeters in width. Explain how to find the volume of the cube.
1 answer
13*13*13
it says a cube, all three sides are equal
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Decreasing cube. Each of the three dimensions of a
cube with sides of length s centimeters is decreased by a whole number of
Top answer:
a) use 10 for s. V(10) = 10^3 - 13(10)^2 + 54(10) - 72 V(10) = 1000 - 1300 + 540 - 72 V(10) = 168 b)
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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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Each of the three dimensions of a
cube with sides of length s centimeters is decreased by a whole number of centimeters. The new
Top answer:
a.) V(s)= S^3 -13s^2 +54s -72 V(10)= 10^3-13(10)^2+54(10)-72 V(10)= 1000-1300+540-72 V(10)= 168
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Each of the three dimensions of a cube with sides of lenth s centimeters is decreased by a whole numer of centimeters. The new
Top answer:
a) To find V(10), we need to substitute the value of s = 10 into the expression
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A cube has an edge length ,a, that is a rational number of centimeters. Identify which measurement will require the use of
Top answer:
The measurement that will require the use of irrational numbers is: B. the diagonal of one of the
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A cube has an edge length, a
, that is a rational number of centimeters. Identify which measurement will require the use of
Top answer:
the surface area of the cube
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A cube has an edge length, a, that is a rational number of centimeters. Identify which measurement will require the use of
Top answer:
The measurement that will require the use of irrational numbers is the diagonal of one of the cube's
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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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The volume of a cube is increasing at a rate of 7 cm3/minute. Express the width of the cube, x, in centimeters, as a function of
Top answer:
v = x^3 dv/dx = 3 x^2 dv/dt = 3 x^2 dx/dt 7 = 3 x^2 dx/dt so x^2 dx/dt = 7/3
Read more.
Decreasing cube. Each of the three dimensions of a
cube with sides of length s centimeters is decreased by a whole number of
Top answer:
To solve this problem, we will follow the given steps: a) To find V(10), we need to substitute s=10
Read more.
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