Simplifying An Easy Numerical Expression

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22⁴⁴/44²² = (22^44)/(44^22)
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[math-problem]

In this time, your problem is not too difficult. Thanks. I always follow your update problem.
🙏🙏🙏

[kicorse]

The general method at 8:55 is my preferred approach

[scottleung]

Cool - I broke it down using prime factorization!

[devondevon]

22^44 can be expressed as 22^22 * 22^22
44^22 = can be expressed as 22^22 * 2^22
So 22^44/44^22 = 22^22/ 2^22
22^22 can be expressed as 2^22*11^22
Hence 22^22/2^22 = 11^22 Answer

[CesarVegaL]

Great job. Can you please probe the solutions to sqrt(X) + sqrt(-x) = 2, X1=2i, x2=-2i. A think is not possible to probe it.

[mcwulf]

I just cancelled 22^22 to get (22/2)^22 = 11^22.

Should have put 22^44 = 22^22 * 11^22 * 2^22 = 44^22 * 11^22 from the off.

[robertveith]

*@ SyberMath* -- You should have written "3rd Method" next to the general method.

[bobbyheffley]

11^22>10 sextillion in the short scale