 # Cubes generator

## World's simplest number tool

Quickly generate a list of cubes of numbers in your browser. To get your list, just specify the starting value, the step and how many sequence members you need in the options below, and this utility will generate that many cubes. Created by developers from team Browserling.
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Starting Value and Difference
Start sequence from this number. (Value "n" in the formula n³).
Add this value to every next number.
Sequence calculated is the following: n³, (n + step)³, (n + 2*step)³, …
Sequence Length and Delimiter
Generate this many cubes in the output list.
Use this symbol to delimit the cubes in the output. (By default a newline.)
Output Base of Cubes
Set custom base here. (Valid bases: 2 - 64.)
Cubes generator tool What is a cubes generator?
This is an online browser-based utility for generating a sequence of cubes of numbers. A cube is a result of multiplying a number by itself three times, that is n³ = n * n * n. Cubes can be positive integers (for example 2³ = 2 * 2 * 2 = 8), negative integers (for example (-3)³ = (-3) * (-3) * (-3) = -27), and positive and negative decimal fractions (for example, (0.5)³ = 0.5 * 0.5 * 0.5 = 0.125). To generate a sequence, you just need to set the starting number n, and the increment step. From these two values, the following sequence will be generated: n³, (n + step)³, (n + 2 * step)³, (n + 3 * step)³, and so on. You can also specify how many cubes to generate in the output list and the character to separate them with. As a bonus, you can immediately convert the output list of cubes to any base. That's numberwang!
Cubes generator examples Click to use
Increasing Cubes of Integers
In this example, we generate a sequence of cubes in increasing order. We've set the step to 1 and the start value to 0. As a result, we get the following sequence: 0³ = 0, (0 + 1)³ = 1³ = 1, (0 + 1 + 1)³ = 2³ = 8, etc. The count is set to 12 and we get 12 sequence values.
0 1 8 27 64 125 216 343 512 729 1000 1331
Required options
These options will be used automatically if you select this example.
Start sequence from this number. (Value "n" in the formula n³).
Add this value to every next number.
Generate this many cubes in the output list.
Use this symbol to delimit the cubes in the output. (By default a newline.)
Decreasing Fractional Cubes
In this example, we set the step to a negative decimal faction -0.2. This makes it generate a descending list of cubes. We set the start to 3, so the sequence that is generated is as follows: 3³ = 27, (3 - 0.2)³ = 21.952, (3 - 0.4)³ = 17.576. We calculate the first sixteen cubes and delimit them with the semicolon character. It turns out the sixteenth value is 0!
27; 21.952; 17.576; 13.824; 10.648; 8; 5.832; 4.096; 2.744; 1.728; 1; 0.512; 0.216; 0.064; 0.008; 0
Required options
These options will be used automatically if you select this example.
Start sequence from this number. (Value "n" in the formula n³).
Add this value to every next number.
Generate this many cubes in the output list.
Use this symbol to delimit the cubes in the output. (By default a newline.)
Cubes in Binary Base
In this example, we generate a list of cubes in base 2. As the step is 2 and the start is -10, we get cubes for the following values: -10, -8, -6, …. Their cubes in binary base form a sequence -1111101000, -1000000000, -11011000, ….
-1111101000 -1000000000 -11011000 -1000000 -1000 0 1000 1000000 11011000 1000000000
Required options
These options will be used automatically if you select this example.
Start sequence from this number. (Value "n" in the formula n³).
Add this value to every next number.
Generate this many cubes in the output list.
Use this symbol to delimit the cubes in the output. (By default a newline.)
Pro tips Master online number tools
You can pass options to this tool using their codes as query arguments and it will automatically compute output. To get the code of an option, just hover over its icon. Here's how to type it in your browser's address bar. Click to try!
https://onlinenumbertools.com/generate-sequence-of-cubes?&start=0&step=1&count=12&separator=%5Cn&decimal-base=true
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