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Answer :
To find the decimal equivalent of [tex]\(\frac{17}{10}\)[/tex], you need to divide 17 by 10.
Here's how you can work through it:
1. Division Setup: Think of it as dividing the number 17 by 10. When you divide, you determine how many times the divisor (10) fits into the dividend (17).
2. Performing the Division:
- 10 goes into 17 once, giving you the whole number 1.
- Subtract 10 from 17, leaving you with 7.
- Since 10 cannot fit into 7, we add a decimal point and a zero, making it 70.
- Now, 10 goes into 70 exactly 7 times.
3. Combining the Numbers:
- Write down the result of the division. The division results in 1 remainder 7, followed by .7 from the subsequent step.
- Therefore, [tex]\(\frac{17}{10} = 1.7\)[/tex].
Now, looking at the options given:
- 17.0
- 1.70
- 0.17
- 17.10
The decimal equivalent of [tex]\(\frac{17}{10}\)[/tex] is 1.70.
So the correct option to circle is 1.70, which represents the same value as 1.7 with an additional zero to emphasize the two decimal places.
Here's how you can work through it:
1. Division Setup: Think of it as dividing the number 17 by 10. When you divide, you determine how many times the divisor (10) fits into the dividend (17).
2. Performing the Division:
- 10 goes into 17 once, giving you the whole number 1.
- Subtract 10 from 17, leaving you with 7.
- Since 10 cannot fit into 7, we add a decimal point and a zero, making it 70.
- Now, 10 goes into 70 exactly 7 times.
3. Combining the Numbers:
- Write down the result of the division. The division results in 1 remainder 7, followed by .7 from the subsequent step.
- Therefore, [tex]\(\frac{17}{10} = 1.7\)[/tex].
Now, looking at the options given:
- 17.0
- 1.70
- 0.17
- 17.10
The decimal equivalent of [tex]\(\frac{17}{10}\)[/tex] is 1.70.
So the correct option to circle is 1.70, which represents the same value as 1.7 with an additional zero to emphasize the two decimal places.
Thank you for reading the article Circle the decimal equivalent to tex frac 17 10 tex A 17 0 B 1 70 C 0 17 D 17 10. We hope the information provided is useful and helps you understand this topic better. Feel free to explore more helpful content on our website!
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