Accepted Solution
To understand this division problem, let's break it down into smaller sections. What is 5/7 divided by 85? The first number here is a fraction, which is our dividend, and the second is an entire number acting as our divisor. The components of our division problem are:
With these definitions set, let's go through the steps of solving this division problem. Our focus is to find our answer in both fraction and decimal forms.
Our division problem is written as: \( \frac{5}{7} \) ÷ 85
Step 1: Multiply the denominator of the fraction (7) by the whole number (85). This gives us 7 * 85 = 595.
Step 2: The outcome of this multiplication, 595, will act as the denominator in our solution. The numerator remains as 5. This results in the fraction, \( \frac{5}{595} \)
To answer this problem in its simplest form, convert this fraction to a decimal. This will yield our answer. You've now solved another division problem!
If you wish to further fine-tune your skills, attempt to solve the following similar division problems: