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Are there any values of x for which the expression is not defined under the set of real numbers?
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4/ √x+2
Square root of a negative number is undefined.
Square root of negative number are not real numbers.
\[x+2<0\] \[x <-2\] Any value that is less than -2 will not be defined under the set of real numbers.
x+2<=0 (cannot divide by 0)
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What are you talking about, that is incorrect. I know it cannot divide by 0, so it is just less than @MrNood
I think you will find it IS correct. It asks if there are values of x for which the expression is not defined x=-2 results in an undefined expression x<=-2 is the correct range of values for which it is undefined
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