• Answer of this question

    Cot (A 15)-tan(A-15)= 4cos2a/1 2sin2A
    Shivanshu Kamboj's image
    Shivanshu Kamboj
    Cot(A 15) - tan(A-15) 

    cos(A 15) / sin(A 15) - sin(A-15) / cos(A - 15) 

    [cos(A 15)cos(A-15) - sin(A-15)sin(A 15)] / [ sin(A 15)cos(A-15) 

    cos2A / sin(A 15)cos(A-15) 

    2cos2A / 2sin(A 15)cos(A-15) 

    2cos2A / [sin2A sin30] 

    2cos2A / [ sin2A 1/2] 

    2cos2A / [(2sin2A 1)/2] 

    4cos2A / (2sin2A 1)



    Written on Feb. 7, 2019, 10:43 a.m.