Complete the identity
\[\frac{ \cos(\alpha-\beta) }{\cos \alpha \cos \beta }\]
\[\frac{ \cos(a)\cos(b) + \sin(a)\sin(b) }{ \cos(a)\cos(b) }\] \[\tan(a)\tan(b)\] Is this it? or can someone else simplify it further?...
well @greenleaf800073 these are the answers A. 1 + cot α cot β B. tan α tan β + cot β C. 1 + tan α tan β D. 1 + cot α tan β
@jim_thompson5910 @Hero ??
AH, WOOPS It's C hehe, forgot to add the 1 +
okay thanks @greenleaf800073 i got one more of these could you help?
sure
\[\frac{ \sin(\alpha +\beta) }{ \cos \alpha \cos \beta }\]
A. cot α + cot β B. tan α + tan β C. tan β + tan α D. -tan α + cot β
@greenleaf800073 ???
\[\frac{ \sin(a)\cos(b) + \cos(a)\sin(b) }{ \cos(a)\cos(b) }\] \[tan(a) + tan(b)\] I'm only 90% sure on this answer, anyone want to reassure?
i'll just try it and let ya know (:
Join our real-time social learning platform and learn together with your friends!