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How do you calculate the distance between two cubes?
The distance from n^3 to the next cube is 3n^2 + 3n + 1.
If the volume of a cube is 8 Why is the shortest distance from the center of the cube to the base of the cube 1?
The volume of a cube is the length of one of its sides (since all sides have equal length, for a cube) cubed. To find the side length from the volume, find the cubic root - in this case, it is easy as the cubic root of 8 is exactly 2. Now, because the centre of the cube is halfway between one side and its opposite, and one side being its base, the distance from the centre to that base will be half of its side length. For this cube, this is 2/2 which is 1.
What is a cube root function?
The cube root function is the inverse of the cube function. So, given a number y, the cube root function seeks to find a number, x, such that multiplying 1 by that number 3 times gives y. [Note that this is equivalent to multiplying the number by itself two times, not three.] That is, cuberoot(y) = x <=> x^3 = y For example, 2*2*2 = 8 so the cube root of 8 is 2. 1.5^3 = 3.375 so the cube root of 3.375 is 1.5 (-3)^3 = -27 so the cube root of -27 is -3. The cube root of y is denoted by y^(1/3). It can also be written using the radical symbol like for a square-root, but the radical must be preceded by a superscript 3. Apologies, but this browser is crap and so I cannot show that representation.
How do you calculate the distance between the center of cube and its vertices in 3 dimension?
By using Pythagoras' theorem.
How do you calculate the distance between two opposite sides in a cube?
There are four edges that join this side to the opposite side.They are all equal length. That could give us a clue.The distance between two opposite sides is just the length of any edge of the cube.
What is the inverse of the cube root of x?
the inverse of the cube root of x is 2
What is the inverse of a cubic function?
The inverse of the cubic function is the cube root function.
What is it called when you do the opposite operation such as add and substract?
It is called the "inverse" operation. (*The term inverse is specifically used for multiplication and division, where the inverse of x is 1/x.) Inverse operations: addition / subtraction multiplication/ division square / square root cube / cube root
If the volume of a cube is 8 What is the shortest distance from the center of the cube to the base of the cube?
1.
What is the inverse operation of finding the cubed root?
The inverse of finding the cube root is cubing the number. For example, the cubed root of 27 is 3. 3 cubed, (or 33) is 27.
What is the integer zero of itself?
It is the additive inverse of itself, it is the square, cube, ... any positive power of itself.
What is the shortest distance from a corner of a 2 inched cube to the opposite corner of the same cube?
The shortest distance, through the body of the cube, is sqrt(22 + 22 + 22) = sqrt(12) = 3.46 inches.
What is the difference between a cube and a cube root?
The cube of a number is the value of the number multiplied by itself two times (or 1 multiplied by the number three times). A cube root is the inverse function so that if y is the cube of x the x is the cube root of y.
Is the cube root of negative number a positive?
No, because the inverse function would not work. Every time you multiply a positive by a positive you get a positive.
What is the distance of each side of the freezer when it is in a shape of a cube and it can hold 64 feet of food?
That would be the cube route of 64, which is 4 feet.
How do you calculate the distance between two cubes?
The distance from n^3 to the next cube is 3n^2 + 3n + 1.
How do you thirteen digit no without using calculator?
You cannot "do" numbers. You carry out specific operations on numbers and the answer to your question depends on which operator you want. Some operators require another number, such as addition, or subtraction, multiplication, division or exponentiation. Other operations do not: finding the additive inverse, the multiplicative inverse, the square, cube etc, square root, cube root etc, trigonometric or hyperbolic functions, logarithms and so on.
