Rebekah

**Solution:**

**Step:1** To convert a decimal into fraction, following procedure is used.

**1.** Observe, after how many places from the right a decimal is placed.

**2. **Divide the number after removing the decimal from it by a number as etc number of zeros after 1 depends upon the place from the right a decimal is placed.

**3.** Convert the fraction obtained in step 2 in simplest form. If the denominator is greater than the numerator then the fraction is proper and if the numerator is greater than denominator then the fraction is improper.

**Step:2** Similarly, to convert a fraction into a decimal, following procedure is used.

**1.** Observe the denominator of the fraction, if the denominator is a number which can be written in the form , where are non-negative integers, then the fraction can be converted in a terminating decimal otherwise it is a non-terminating decimal.

**2.** Divide the numerator by denominator.

**3.** If the division is non-terminating or the division is too long, then the decimal expansion can be rounded up to 2 to 3 decimal places, which gives the approximate value of fraction.

**Step:3 Conversion of 0.25 as a fraction:**

**1.**In the decimal number 0.25, decimal is placed after two numbers from the right.

**2.** Divide the number 25 by 100.

**3. **Convert in simplest form.

**Answer: **0.25 is as a fraction.

** **

**Similar Problems:**

** **

**Problem 1:** Convert 0.65 as a fraction.

**Solution:**

**Step:1** 0.65 has a decimal after two digits from right.

Divide the number removing decimal from it, by 100.

**Step:2** Conversion of 0.65 into a fraction is as follows:

**Answer:** 0.65 is as a fraction.

** **

**Problem 2:** Convert 0.82 as a fraction.

**Solution:**

**Step:1** 0.82 has a decimal after two digits from the right.

Divide the number removing decimal from it, by 100.

**Step:2** Conversion of 0.82 into a fraction is as follows:

**Answer:** 0.82 is as a fraction.

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