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What is the measure of angle J in the triangle below? Drawing is not to scale. (1 point) 97^(@) 83^(@) 35^(@) 7^(@)

What is the measure of angle J \mathrm{J} in the triangle below? Drawing is not to scale.\newline(11 point)\newline97∘ 97^{\circ} \newline83∘ 83^{\circ} \newline35∘ 35^{\circ} \newline7∘ 7^{\circ}

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Full solution

Q. What is the measure of angle J \mathrm{J} in the triangle below? Drawing is not to scale.\newline(11 point)\newline97∘ 97^{\circ} \newline83∘ 83^{\circ} \newline35∘ 35^{\circ} \newline7∘ 7^{\circ}
  1. Find Angle JJ: Since the sum of angles in any triangle is 180180 degrees, we can find the measure of angle JJ by subtracting the sum of the other two angles from 180180 degrees.
  2. Calculate Sum of Angles: Add the given angles: 97∘+83∘=180∘97^\circ + 83^\circ = 180^\circ.

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