Difference between revisions of "ZCubes/Consecutive Number Sequences & Smarandache Numbers"
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| Line 9: | Line 9: | ||
==Code== | ==Code== | ||
| − | 1..30 | + | 1..30 |
.allslices() | .allslices() | ||
.$$(r=>r.str()) | .$$(r=>r.str()) | ||
.$$(r=>r.reverse().str()) | .$$(r=>r.reverse().str()) | ||
| − | PRIMES(30) | + | PRIMES(30) |
.allslices() | .allslices() | ||
.$$(r=>r.str()) | .$$(r=>r.str()) | ||
| − | PRIMES(100) | + | PRIMES(100) |
.allslices() | .allslices() | ||
.$$(r=>r.str()) | .$$(r=>r.str()) | ||
| − | "0."+PRIMES(100).join() | + | "0."+PRIMES(100).join() |
ODDS(100) | ODDS(100) | ||
Revision as of 01:50, 24 March 2020
Consecutive Number Sequences & Smarandache Numbers
In ZCubes, you can generate a series of numbers and apply your functions on the series of numbers. The video demonstrates how to generate special numbers such as the Smarandache-Wellin Number. Using ZCubes you can generate Copeland-Erdős-constant primes, concatenate odd numbers or even numbers, work with Fibonacci numbers and much more.
Video
Code
1..30 .allslices() .$$(r=>r.str()) .$$(r=>r.reverse().str())
PRIMES(30) .allslices() .$$(r=>r.str())
PRIMES(100) .allslices() .$$(r=>r.str())
"0."+PRIMES(100).join()
ODDS(100)
.allslices() .$$(r=>r.str())
ODDS(30)
.allslices() .$$(r=>r.str())
EVENS(30)
.slice(1) .allslices() .$$(r=>r.str())
1..30.$("x^2")
.allslices() .$$(r=>r.str())
1..30.$("x^3")
.allslices() .$$(r=>r.str())
TRIANGULARSEQUENCE(10) .allslices()
.$$(r=>r.str())
FIBONNACI(10) .allslices()
.$$(r=>r.str())
FIBONNACI(10)
.slice(1)
.allslices()
.$$(r=>r.str())
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