Math  /  Geometry

QuestionFind angles 1 and 2 in an isosceles triangle. Options: a. m1=63,m2=45m \angle 1=63^{\circ}, m \angle 2=45^{\circ} b. m1=45,m2=63m \angle 1=45^{\circ}, m \angle 2=63^{\circ} c. m1=27,m2=45m \angle 1=27^{\circ}, m \angle 2=45^{\circ} d. m1=22.5,m2=13.5m \angle 1=22.5^{\circ}, m \angle 2=13.5^{\circ}.

Studdy Solution
Calculate the left side of the equation.
2(22.5)+13.5=45+13.5=58.52(22.5^{\circ}) +13.5^{\circ} =45^{\circ} +13.5^{\circ} =58.5^{\circ}This does not equal180 degrees, so option d is incorrect.
Since none of the options satisfy the equation, there seems to be a mistake in the problem or the options provided.

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