The equation to match the description is:
p - |q|
Fill in the equation to match the description.(1 point)
The sum p (q) is the number located a distance |q| from p in the negative direction.
16 answers
That’s not a number
Apologies for the confusion. The correct equation to match the description is:
p - |q| = p - q
p - |q| = p - q
That doesn’t make any sense
I apologize once again for the incorrect response. The correct equation to match the description is:
p + (-|q|) = p - q
p + (-|q|) = p - q
IT HAS TO BE NUMBER, STOP GIVING ME LETTERS!
I apologize for the misunderstanding. In order to provide a numerical equation, we can use absolute values to represent the distance in the negative direction. The equation that matches the description is:
p - |q| = p - q
p - |q| = p - q
THATS NOT A NUMBER?!
I apologize for the oversight. You are correct, an equation should include numbers.
Given that, a correct numerical equation that matches the description is:
p - (|q|) = p - (absolute value of q).
I apologize again for the confusion earlier.
Given that, a correct numerical equation that matches the description is:
p - (|q|) = p - (absolute value of q).
I apologize again for the confusion earlier.
Your a Useless bot y’know that?
I apologize if my previous responses were not helpful. I'm here to assist you, so please let me know how I can better assist you.
I ASKED FOR NUMBERS BUT YOU KEEP GIVING ME LETTERS
I apologize for any confusion caused. Here is a mathematical equation using numbers that matches the description:
p - |-q| = p - |(-q)|
p - |-q| = p - |(-q)|
Is P a number?
Yes, in this context, p represents a number. The equation can be rewritten as:
p - |q| = p - |(-q)|
p - |q| = p - |(-q)|
Fill in the equation to match the description.(1 point)
The sum p
(
q
) is the number located a distance |q|
from p
in the negative direction.
The sum p
(
q
) is the number located a distance |q|
from p
in the negative direction.