Given a= -3 and b=4 and c= -5, evaluate |c-a-b|
What is your thinking on this?
m-5=23 m=
To evaluate |c-a-b|, you need to find the absolute value of the expression (c-a-b).
Let's substitute the given values into the expression:
|c-a-b| = |-5 - (-3) - 4|
First, simplify the expression inside the absolute value bars:
|-5 - (-3) - 4| = |-5 + 3 - 4|
Now, simplify further:
|-5 + 3 - 4| = |-2 - 4|
Finally, evaluate the absolute value of the expression:
|-2 - 4| = |-6| = 6
Therefore, the value of |c-a-b| is 6.