Scratch
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#5 2011-08-21 16:11:29
- cpumaster930
- Scratcher
- Registered: 2009-02-23
- Posts: 100+
Re: Raised to the power
Actually, if you have a large power to raise to, there's a much easier (yet more complex) way using logarithms documented on the Scratch Wiki. ;D
For more info: http://wiki.scratch.mit.edu/wiki/Solving_Exponents
Hope this helps! ;D
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#6 2011-08-21 16:30:11
- AtomicBawm3
- Scratcher
- Registered: 2009-06-27
- Posts: 1000+
Re: Raised to the power
Cpumaster is right and if don't want to have to remember that formula, here's a project that does it for you: http://scratch.mit.edu/projects/AtomicBawm3/1633655
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#7 2011-08-21 17:20:26
- Germanium_Tinide
- New Scratcher
- Registered: 2011-01-11
- Posts: 39
Re: Raised to the power
cpumaster930 wrote:
Actually, if you have a large power to raise to, there's a much easier (yet more complex) way using logarithms documented on the Scratch Wiki. ;D
For more info: http://wiki.scratch.mit.edu/wiki/Solving_Exponents
Hope this helps! ;D
Wow, I cannot believe I did not think of that yet XD
I had forgotten, that Scratch allowed 10 and e to Powers.
This is much simpler than my Plan of using trigonometric power Identities.
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