How do I calculate 1/17 as a decimal?

To calculate 1/17 as a decimal, you can use the long division method or a calculator. Divide 1 by 17, and the result is 0. This means that 1/17 as a decimal is equal to 0.

Why is the decimal equivalent of 1/17 exactly 0?

The decimal equivalent of 1/17 is exactly 0 because when you divide 1 by 17.

Can you show me the step-by-step process of converting 1/17 to 0?

Certainly! The step-by-step process involves Divide 1 by 17 to get 0 with a remainder of 1. There is a remainder, so we add a decimal point and continue dividing. Divide 10 by 17, getting 0 with a remainder of 10. Divide 100 by 17, getting 5 with a remainder of 15. The final result is 0.05..

What is 1/17 as a Decimal? Here’s The Answer

Welcome to our comprehensive guide on converting fractions to decimals. In this tutorial, we will address the common question, "What is 1/17 as a decimal?" We'll provide you with a step-by-step calculation process that ensures a clear understanding of how to convert fractions into decimal form.

Numerator

Denominator

Answer

Answer: 1/17 as a Decimal is 0

Step 1: Setting the Stage

Step 2: The Calculation Process

Long Division Method One way to calculate 1/17 as a decimal is by using the long division method:

Divide 1 by 17 to get 0 with a remainder of 1.
There is a remainder, so we add a decimal point and continue dividing.
Divide 10 by 17, getting 0 with a remainder of 10.
Divide 100 by 17, getting 5 with a remainder of 15.
The final result is 0.05.

Step 3: The Result

Frequently Asked Questions

How do I calculate 1/17 as a decimal?
To calculate 1/17 as a decimal, you can use the long division method or a calculator. Divide 1 by 17, and the result is 0. This means that 1/17 as a decimal is equal to 0.
Why is the decimal equivalent of 1/17 exactly 0?
The decimal equivalent of 1/17 is exactly 0 because when you divide 1 by 17.
Can you show me the step-by-step process of converting 1/17 to 0?
Certainly! The step-by-step process involves Divide 1 by 17 to get 0 with a remainder of 1. There is a remainder, so we add a decimal point and continue dividing. Divide 10 by 17, getting 0 with a remainder of 10. Divide 100 by 17, getting 5 with a remainder of 15. The final result is 0.05..

Important results

1-10/2	Result
1/2	0.5
2/2	1
3/2	1.5
4/2	2
5/2	2.5
6/2	3
7/2	3.5
8/2	4
9/2	4.5
10/2	5

1-10/3	Result
1/3	0.33
2/3	0.66
3/3	1
4/3	1.33
5/3	1.66
6/3	2
7/3	2.33
8/3	2.66
9/3	3
10/3	3.33

1-10/4	Result
1/4	0.25
2/4	0.5
3/4	0.75
4/4	1
5/4	1.25
6/4	1.5
7/4	1.75
8/4	2
9/4	2.25
10/4	2.5

1-10/5	Result
1/5	0.2
2/5	0.4
3/5	0.6
4/5	0.8
5/5	1
6/5	1.2
7/5	1.4
8/5	1.6
9/5	1.8
10/5	2