if tantheta+cot theta=2, then sin theta=
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Step-by-step explanation:
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x=2nπ+(π/4)
Step-by-step explanation:
tan x+ cot x=2
tan x + 1/ tan x =2
{(tanx)^2+1}/tan x = 2
(tanx)^2-2tanx+1=0
(tan x-1)^2 =0
tan x -1=0
tan x=1
therefore x= 2nπ+(π/4)
note:put theta in place of x
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