Show that (cosec 0 - cote)?
1-cos
1+cos
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according to the question.....
( cosec¢ - cot¢ )^2
Step-by-step explanation:
( cosec¢ - cot¢ )^2
( 1/sin¢ - cos¢/sin¢ )^2
( 1 - cos¢/ sin¢ ) ^2
( 1-cos¢ )^2 / sin^2
( 1-cos¢ ) ( 1 - cos¢ ) / 1 - cos^2¢
( 1-cos¢ ) ( 1 - cos¢ ) / ( 1-cos¢ ) ( 1 + cos¢ )
( 1-cos¢ ) / ( 1 + cos¢ )
LHS = RHS proved....
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