(1) - Incoming

Geometry Level 2

ABC \text{ABC} is a triangle such that CAB ^ = 9 0 \widehat{\text{CAB}} = 90^\circ , ABC ^ = α \widehat{\text{ABC}} = \alpha , BCA ^ = α + β \widehat{\text{BCA}} = \alpha + \beta ( β < α \beta < \alpha ). D \text{D} and E \text{E} are two points on line segment AB \text{AB} such that ACD ^ = BCE ^ = β \widehat{\text{ACD}} = \widehat{\text{BCE}} = \beta and BE = 2 AD \text{BE} = 2\text{AD} . What is the measurement of BCA ^ \widehat{\text{BCA}} in degrees?

75 50 60 80 65 70 85 55

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