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verify: tanxcscxcosx = 1
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Do you remember the definition of \(\csc x\)? How about \(\tan x\)?
yes. secx and cotx
1/secx and 1/cotx
isn't \(\csc x = \dfrac{1}{\sin x}\)?
yes
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Also, isn't \[\tan x = \dfrac{\sin x}{\cos x}\]? What if you rewrite your equation using those substitutions?
then it becomes sinx/cosx * cscxcosx =1
put in the definition of csc x as well
1=1!!
looks like we verified it, eh?
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