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@luigi0210
You could use the Pythagorean Theorem \[\Large A^2+B^2=C^2 \] You have the two lengths, A =147 and B=305 soo: \[\Large 147^2+305^2=C^2 \] \[\Large 114634 =C^2\] \[\large \sqrt{114,634}=\sqrt{C^2} \] Giving you: \[\large C= 338.58\approx 339 \]
@luigi0210 wrote:
You could use the Pythagorean Theorem
\[\Large A^2+B^2=C^2 \]
You have the two lengths, A =147 and B=305 soo:
\[\Large 147^2+305^2=C^2 \]
\[\Large 114634 =C^2\]
\[\large \sqrt{114,634}=\sqrt{C^2} \]
Giving you:
\[\large C= 338.58\approx 339 \]
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