In the Manhattan GMAT 'Number Poperties' guide, in Chapter 6, it says that a square root has only one value (as far as GMAT is concerned). To quote from the book -
" If root_of(4) = x, what is x?
In the example, x=2, since (2)(2)= 4. While it is true that (-2)(-2)=4, the GMAT follows the standard convention that when we are taking an even root (a square root, a 4th root, a 6th root, etc), a radical (root) sign denotes only the non-negative root of an integer. Thus 2 is the only solution to x. -2 is NOT a solution."
How accurate is this statement that we only need to consider the positive root in this scenario on the actual exam?
Appreciate your help!
" If root_of(4) = x, what is x?
In the example, x=2, since (2)(2)= 4. While it is true that (-2)(-2)=4, the GMAT follows the standard convention that when we are taking an even root (a square root, a 4th root, a 6th root, etc), a radical (root) sign denotes only the non-negative root of an integer. Thus 2 is the only solution to x. -2 is NOT a solution."
How accurate is this statement that we only need to consider the positive root in this scenario on the actual exam?
Appreciate your help!

















