Use the number line to answer the question.
Which two points are 4 units from K?
(1 point)
A. l and M
B. J and L
C. H and N
D. G and O
Since we are looking for points that are 4 units from K, we can count 4 units in both directions from K on the number line. We find that G and O are both 4 units away from K.
Therefore, the answer is D. G and O.
To find the two points that are 4 units away from point K on the number line, we need to consider the points that are 4 units to the left or right of K.
Since we don't have the specific location of point K on the number line, we can't determine the exact answer. However, we can provide general explanations for each option:
A. l and M: If K is between l and M on the number line, then these points could be 4 units away from K.
B. J and L: If K is between J and L on the number line, then these points could be 4 units away from K.
C. H and N: If K is between H and N on the number line, then these points could be 4 units away from K.
D. G and O: If K is between G and O on the number line, then these points could be 4 units away from K.
Without further information or the specific location of point K, we cannot definitively determine the correct answer.
To find the two points that are 4 units from point K on the number line, we can visualize the number line and measure the distance between each point and K.
First, locate point K on the number line.
Next, measure the distance from point K to each of the other points (labeled as A, B, C, and D) by counting the number of units.
If any of the distances are exactly 4 units, those points will be the answer.
If none of the distances are exactly 4 units, look for points that are closest to 4 units away from K. Points that are slightly more or slightly less than 4 units away can be considered as potential answers.
Based on your given options, we need to determine which pair of points is 4 units away from K. Without the actual number line, it is not possible to accurately determine the answer.