Question

jak wyznaczyć n^2 i k^2 ?

Answer 1

 

hf = A(1/k² - 1/n²)

hf/A = 1/k² + 1/n²

hf/A - 1/n² = 1/k²

(hf/A - 1/n²)⁻¹ = k²

 

 

hf = A(1/k² - 1/n²)

hf/A = 1/k² + 1/n²

hf/A - 1/k² = 1/n²

(hf/A - 1/k²)⁻¹ = n²

 

 

 

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Feci, quod potui, faciant meliora potentes

 

Pozdrawiam :)