cosΞ±=β 5 4 β , with π 2 < πΌ < π 2 Ο β <Ξ±<Ο sin β‘ π½ = β 3 4 sinΞ²=β 4 3 β , with π < π½ < 3 π 2 Ο<Ξ²< 2 3Ο β Find: sin β‘ ( πΌ β π½ ) sin(Ξ±βΞ²) cos β‘ ( πΌ β π½ ) cos(Ξ±βΞ²) tan β‘ ( πΌ β π½ ) tan(Ξ±βΞ²) The quadrant containing π ( πΌ + π½ ) P(Ξ±+Ξ²)
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