The domain of f(x,y)=y+sin x is O x < sin y O {(x, y) x >...

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The domain of f(x,y)=√√y+sin x is O x < sin y O {(x, y) x > 0, y > sin x} O {(x, y) lysin x} O {(x, y) x > 0, y >0} The range of f(x, y) = √y+sin x is ○ {z|z>0} O {z|0 ≤ z <1} O {zz ≥ 0} O {z z < 0} The domain of f(x,y)=√√y+sin x is O x < sin y O {(x, y) x > 0, y > sin x} O {(x, y) lysin x} O {(x, y) x > 0, y >0} The range of f(x, y) = √y+sin x is ○ {z|z>0} O {z|0 ≤ z <1} O {zz ≥ 0} O {z z < 0}

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