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Find mBAC. The figure is not drawn to scale. https://www.connexus.com/content/media/461958-3292011-34843-PM-1262076942/res00000/ppg/examview/S_GEOMB_06_06_06_Unit_6B_Test/mc005-2.jpg 53.5° 146° 36.5° 107°
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what is the measure of angle ABO ?
73
no... try again.
146
you're guessing aren't you?
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how can it be 146 when you have an isosceles triangle in triangle AOB?
that's a big hint.... triangle AOB is isosceles...
Another hints: (i) angle sum of triangle = 180 degrees (ii) angle OAB = angle OBA (base angle, isos triangle)
AO and BO are both radius' of the circle. So as told ^^ the triangle is isosceles.
Hint: base angles of isosceles triangles are equal.
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