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c = 2√13
c = √4 * √13 = √52
a = 6
a² - b² = c²
b² = √52² - 6²
b² = 52 - 36
b² = 16
b = √16
b = 4
x² = √41² - 6²
x² = 41 - 36
x² = 5
x = √5
liczę podstawę trójkąta o przeciwprostokątnej √61
c = √61
b = 5
a² = √61² - 5²
a² = 61 - 25
a² = 36
a = √36
a = 6
podstawa całego trójkąta = 6 + 3 = 9
b = 5
5² + 9² = x²
25 + 81 = x²
x² = 106
x = √106