[" 29."(1)/(cos290^(@))+(1)/(sqrt(3)sin250^(@))=],[[" 1) "2sqrt(3)," 2) "4sqrt(3)," 3) "(2)/(sqrt(3))," 4) "(4)/(sqrt(3))]]

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(1)/(cos290^(@))+(1)/(sqrt(3)sin250^(@)) is equal to

The value of (1)/(cos290^(@))+(1)/(sqrt(3)sin250^(@)) is

Prove that (1)/(cos 290^(@))+(1)/(sqrt3 sin 250^(@) )=(4)/(sqrt3)

Expression (1)/(cos 290^(@)) + (1)/(sqrt(3) sin 250^(@)) equals

The value of (1)/(cos290^(@))+(1)/(sqrt3sin250^(@)) is equal to

(1)/(cos 290^(@)) + (1)/(sqrt(3)sin 250^(@)) = lambda "then" 3 lambda^(2) =

((1)/(cos290^(@)))+((1)/(sqrt(3)sin250^(@)))=lambda then 3 lambda^(2)=

1/(cos290^@)+1/(sqrt3sin250^@)=lamda then 3lamda^2 =