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How do you solve sqr root 2x+4 - sqr root x =2?
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I would get one of the square root expressions by itself and square both sides.
Then you would get the last square root expression by itself and square both sides one more time.
And then you have no more square roots to worry with. Though you need to check your answers since you raised both sides to an even power.
You have lost me :( this is my worst subject.... How do I get the square roots alone? Sorry
By subtracting and/or adding to both sides.
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\[\sqrt{2x+4}-\sqrt{x}=2 \] Add sqrt(x) on both sides
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