SOLUTION: Solve 11sin^2 y=13-sin^2 y for y, where 0<_y<360. How many angles satisffy this equation? Round anzwer to nearest tenth. what second quadrant satisfies this equation what fourt

Algebra ->  Algebra  -> Trigonometry-basics -> SOLUTION: Solve 11sin^2 y=13-sin^2 y for y, where 0<_y<360. How many angles satisffy this equation? Round anzwer to nearest tenth. what second quadrant satisfies this equation what fourt      Log On

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Question 32224: Solve 11sin^2 y=13-sin^2 y for y, where 0<_y<360. How many angles satisffy this equation? Round anzwer to nearest tenth. what second quadrant satisfies this equation
what fourth quadrant angle satisfy this equation?
Answer by venugopalramana(3286) About Me  (Show Source):
You can put this solution on YOUR website!
Solve 11sin^2 y=13-sin^2 y for y, where 0<_y<360. How many angles satisffy this equation? Round anzwer to nearest tenth. what second quadrant satisfies this equation
Solve 11sin^2 y=13-sin^2 y
12 SIN^2 Y=13
SIN^2Y=13/12.....THIS IS NOT POSSIBLE...SINCE SIN(Y) CAN NEVER BE MORE THAN 1....SO NO SOLUTION.CHECK YOUR PROBLEM AGAIN