Quantity A: \(-(|5| + |-5|)=-(5 + 5)=-(10)=-10\)
Quantity B: \(0\)

Answer: B

Cheers,
Brent
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Why don,t we take this both (plus and minus value) here!!!

Quantity A: \(-*-(|5| + |-5|)=+(5 + 5)=(10)=10\) ------so A is bigger. So, sometimes A is bigger, and sometimes B. So the answer is D. ( Coz when it's ( |...| ) come we need to take (plus and minus) both value's for check in all equation. )

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We have to first evaluate what's in the brackets.

That is, we must evaluate |5| + |-5|
|5| + |-5| = 5 + 5 = 10

From there, we take the negative of 10, which is -10


Why do you feel that we must take both (positive and negative) values here?

Cheers,
Bretn
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The reason why we don't take both the positive and the negative values here is that we know the value inside the modulus. If there was a variable inside then we would take both the signs but not here. We simply take the absolute value of the value inside and then add them which gives us 10 and then we apply the negative sign which gives -10. So 0 is greater than -10 and hence the answer is B.