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Solve for the missing angle A. 145^(@) B. 124^(@) C. 98^(@) D. 41^(@)

Solve for the missing angle\newlineA. 145∘145^{\circ}\newlineB. 124∘124^{\circ}\newlineC. 98∘98^{\circ}\newlineD. 41∘41^{\circ}

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Sin, cos, and tan of special anglesright chevron icon

Full solution

Q. Solve for the missing angle\newlineA. 145∘145^{\circ}\newlineB. 124∘124^{\circ}\newlineC. 98∘98^{\circ}\newlineD. 41∘41^{\circ}
  1. Triangle Angle Sum: We know that the sum of the angles in a triangle is 180180 degrees.
  2. Add Given Angles: Let's add up the given angles: 145°+124°+98°+41°145° + 124° + 98° + 41°.
  3. Calculate Total: The sum is 145+124+98+41=408145 + 124 + 98 + 41 = 408 degrees.

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