Question
Points p and q are negative integers plotted on a number line.
If |p| > |q|, which statement is true?
A.
Point p is further from 0 than point q, and to the left of point q.
B.
Point p is closer to 0 than point q, and to the left of point q.
C.
Point p is further from 0 than point q, and to the right of point q.
D.
Point p is closer to 0 than point q, and to the right of point q.
If |p| > |q|, which statement is true?
A.
Point p is further from 0 than point q, and to the left of point q.
B.
Point p is closer to 0 than point q, and to the left of point q.
C.
Point p is further from 0 than point q, and to the right of point q.
D.
Point p is closer to 0 than point q, and to the right of point q.
Answers
R_scott
|p| > |q| means that p is more negative than q
A. looks good
A. looks good
Anonymous
The answer would be A.