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Which equation can be used to find n the distance between 3/8 and 61/64 on the number line

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3 times 8 because it find the answer
User Lambert
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6 votes

Final Answer:

The equation n = 61/64 - 3/8 can be used to find the distance between 3/8 and 61/64 on the number line.

Step-by-step explanation:

The distance between two points on a number line represents the absolute difference between their coordinates. In this case, the points of interest are 3/8 and 61/64.

There are multiple ways to express the distance between these points using equations:

1- Absolute difference:

The most straightforward approach is to use the absolute value function:

n = |61/64 - 3/8|

This equation calculates the absolute difference between the two coordinates, ensuring a positive value regardless of the order of subtraction.

2- Direct subtraction:

If we know that 61/64 is greater than 3/8, we can simply subtract the smaller coordinate from the larger one:

n = 61/64 - 3/8

This equation directly calculates the distance between the points, assuming the correct order of subtraction.

Both equations are valid and will result in the same answer: n = 0.578125.

Therefore, n = 61/64 - 3/8 or n = |61/64 - 3/8| can be used to find the distance between 3/8 and 61/64 on the number line.

User Kento
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7.9k points

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