Given that the absolute value of a plus 2 plus b minus the square of 3 equals 0, find the value of a plus b

Given that the absolute value of a plus 2 plus b minus the square of 3 equals 0, find the value of a plus b

|A+2(b-3)^2=0
Since that absolute value and the complete square are non-negative,
A+2=0, b-3=0
A=-2, b=3
A+b=-2+3=1
Hope it helps you

Given that one part of a minus the absolute value a is equal to 1, then the algebraic one part of a plus absolute value a =? (This is an empty question) Given that one part of a minus absolute value a is equal to 1, then the algebraic expression one part of a plus absolute value a =? (This is a blank question) Given that one part of a minus absolute value a is equal to 1, then the algebraic expression one part of a plus absolute value a =? (This is an empty question)

One a minus the absolute value a is equal to 1, indicating that the value a is a positive number. Both sides of the equal sign are squared together to obtain one a plus a =3.
The square of (a plus absolute value a)= a plus a plus a +2=3+2=5, and because a is a positive number, a plus absolute value a = root number 5