5. The distance from Paula's house to school is 5 miles. There is a set of railroad tracks one-fourth of the distance away from her house. How many miles away are the railroad tracks from Paula's house? Equation: $$ 5 imes \frac{1}{4}=5 \div \frac{ ext { or }}{} $$

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5. The distance from Paula's house to school is 5 miles. There is a set of railroad tracks one-fourth of the distance away from her house. How many miles away are the railroad tracks from Paula's house? Equation: $$ 5 	imes \frac{1}{4}=5 \div \frac{	ext { or }}{} $$

UpStudy AI · Accepted Answer

1. We know that the distance from Paula's house to school is $$5$$ miles.

2. The railroad tracks are located at one-fourth of that distance. Thus, the distance from Paula's house to the railroad tracks is calculated as:
   $$
   5 \times \frac{1}{4}
   $$

3. Multiplying, we get:
   $$
   5 \times \frac{1}{4} = \frac{5}{4}
   $$

4. Converting this fraction to a decimal, we have:
   $$
   \frac{5}{4} = 1.25
   $$

So, the railroad tracks are $$1.25$$ miles away from Paula's house.
The railroad tracks are 1.25 miles away from Paula's house.

The distance from Paula’s house to school is 5 miles.
There is a set of railroad tracks one-fourth of the
distance away from her house. How many miles away
are the railroad tracks from Paula’s house?
Equation:

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The distance from Paula’s house to school is 5 miles. There is a set of railroad tracks one-fourth of the distance away from her house. How many miles away are the railroad tracks from Paula’s house? Equation: