In the figure AT is a tangent to the circle at A. TRP and AQ are parallel chords. AP and RQ intersect at C. If <ATP = 40, <APT=45, calculate
i) <ART
ii) <ACR.
i managed to get i) done...-
<RAT=<APR=45 ->[By alternate segment theorem]
Hence <ART= 180-(<ATR+<RAT)->[Sum of <s in △=180]
=180 - (40+45)
= 95.
Plz proceed after this to find <ACR....