Чему равна сумма углов: \( 2^{\circ}57^{\prime}3^{\prime \prime}+110^{\circ}58^{\prime}30^{\prime \prime}\)? \( 113^{\circ}5^{\prime}33^{\prime \prime}\) \( 113^{\circ}55^{\prime}33^{\prime \prime}\) \( 112^{\circ}59^{\prime}33^{\prime \prime}\) \( 112^{\circ}45^{\prime}33^{\prime \prime}\)
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Задание

Чему равна сумма углов: \(\displaystyle 2^{\circ}57^{\prime}3^{\prime \prime}+110^{\circ}58^{\prime}30^{\prime \prime}\)?

  • \(\displaystyle 113^{\circ}5^{\prime}33^{\prime \prime}\)
  • \(\displaystyle 113^{\circ}55^{\prime}33^{\prime \prime}\)
  • \(\displaystyle 112^{\circ}59^{\prime}33^{\prime \prime}\)
  • \(\displaystyle 112^{\circ}45^{\prime}33^{\prime \prime}\)

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