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tan^(6) 20^(@) - 33 tan^(4) 20^(@) + 27 ...

`tan^(6) 20^(@) - 33 tan^(4) 20^(@) + 27 tan^(2) 20^(@) =`

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tan^(6)20^(@) - 33tan^(4) 20^(@) + 27 tan^(2) 20^(@) + 4=

tan^(6)20^(@) - 33tan^(2) 20^(@) + 27 tan^(2) 20^(@) + 4=

Value of tan ^(6) 40^(@) -33 tan ^(4) 40^(@)+ 27 tan ^(2) 40^(@) is "_________"

Find the value of tan^(6)20^(@)-33tan^(4)20^(@)+27tan^(2)20^(@)-1

The value of the equation tan^(6)(20^(@))-33tan^(4)(20^(@))+27tan^(2)(20^(@)) is

the value of the equation tan^(6)(20^(@))-33tan^(4)(20^(@))+27tan^(2)(20^(@)) is

tan^(6)40^(@)-33tan^(4)40^(@)+27tan^(2)40^(@) = …………

tan 70^(@) - tan 20^(@) -2 tan 40^(@)=

tan 70^(@) - tan 20^(@) -2 tan 40^(@)=

tan 70^(@) -tan 20^(@) - 2 tan 40^(@) = 4 tan 10 ^(@).