Question

Oy Answer the question please
si senior :(​

Answer 1

FORMULA: a² + b² = c²

`\begin{gathered}\Large C \large \begin{cases} \: \sf {6}^(2) + {8}^(2) = {c}^(2) \\ \: \sf 36 + 64 = {c}^(2) \\ \: \sf 100 = {c}^(2) \\ \: \boxed{\purple{\tt c =10}} \end{cases}\end{gathered}`

`\begin{gathered}\Large O \large \begin{cases} \: \sf {5}^(2) + {b}^(2) = {13}^(2) \\ \: \sf 25 + {b}^(2) = 169 \\ \: \sf {b}^(2) = 169 - 25 \\ \: \sf {b}^(2) = 144 \\ \: \boxed{\purple{\tt b =12}} \end{cases}\end{gathered}`

`\begin{gathered}\Large V \large \begin{cases} \: \sf {20}^(2) + {b}^(2) = {29}^(2) \\ \: \sf 400 + {b}^(2) = 841 \\ \: \sf {b}^(2) = 841 - 400 \\ \: \sf {b}^(2) = 441 \\ \: \boxed{\purple{\tt b =21}} \end{cases}\end{gathered}`

`\begin{gathered}\Large I \: \large \begin{cases} \: \sf {a}^(2) + {44}^(2) = {55}^(2) \\ \: \sf {a}^(2) + 1936 = 3025 \\ \: \sf {a}^(2) = 3025 - 1936 \\ \: \sf {a}^(2) = 1089 \\ \: \boxed{\purple{\tt b =33}} \end{cases}\end{gathered}`

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