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If $x, y \in [0, 2 π]$ and $\sin x + \sin y = 2$ then the value of $x + y$ is

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Correct option is A

x∈[0,2π],y∈[0,2π] and sinx+siny=2 ⇒sinx=1,siny=1⇒x=π2,y=π2⇒x+y=π2+π2=π

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If x,y∈0,2π and sinx+siny=2 then the value of x+y is

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If $x, y \in [0, 2 π]$ and $\sin x + \sin y = 2$ then the value of $x + y$ is