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Suppose that C and D are points on the number line.If =CD13 and C lies at −7, where could D be located?If there is more than one location, separate them with commas.

Question

Suppose that C and D are points on the number line.If =CD13 and C lies at −7, where could D be located?If there is more than one location, separate them with commas.

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Solution

The distance between points C and D on the number line is given as 13 units. Point C is located at -7.

To find the possible locations of point D, we can add and subtract the distance from point C.

  1. If we add the distance to the location of C, we get -7 + 13 = 6. So, one possible location for D is at 6 on the number line.

  2. If we subtract the distance from the location of C, we get -7 - 13 = -20. So, another possible location for D is at -20 on the number line.

Therefore, the possible locations for point D are 6 and -20.

This problem has been solved

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