(1 point) $$ A $$ is opposite side $$ a, B $$ is opposite side $$ b $$, and $$ C $$ is opposite side $$ c $$. Use the Law of Cosines to find angle $$ A $$ where $$ a=45, b=17 $$, and $$ c=35 $$. Round answer to the nearest tenth. $$ A=1.3 $$ help (angles)

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Brooks Carlson · Accepted Answer

The angle $$ A $$ is approximately $$ 113.6^\circ $$.

(1 point) \( A \) is opposite side \( a, B \) is opposite side \( b \), and \( C \) is opposite side \( c \). Use the Law of Cosines to find angle \( A \) where \( a=45, b=17 \), and \( c=35 \). Round answer to the nearest tenth. \( A=1.3 \) help (angles)

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(1 point) \( A \) is opposite side \( a, B \) is opposite side \( b \), and \( C \) is opposite side \( c \). Use the Law of Cosines to find angle \( A \) where \( a=45, b=17 \), and \( c=35 \). Round answer to the nearest tenth. \( A=1.3 \) help (angles)

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