*Which of the following fractions has the highest place value of 7?* 1️⃣ 0.72️⃣ 1.073️⃣ 0.9074️⃣ 15.007 About the author Abigail
Given: 1) 0.7 2) 1.07 3) 0.907 4) 15.007 To find: which of the given decimals has the highest place value of 7. Solution: Changing decimals into fractions. 1) 0.7 [tex] = > 0 + \dfrac{7}{10} [/tex] 2) 1.07 [tex] = > 1 + \dfrac{7}{100} [/tex] 3) 0.907 [tex] = > 0 + \dfrac{907}{1000} [/tex] 4) 15.007 [tex] = > 15 + \dfrac{7}{1000} [/tex] In decimal fractions, The Tenths place value is greater than the thousandths place value. [tex] = > \dfrac{7}{10} > \dfrac{7}{1000} [/tex] [tex] = > 0.7 > 0.007[/tex] Hence, the required answer is option – A => 0.7 Reply
Answer:
0.7
Step-by-step explanation:
Bro not sure but I think it is only answer
Given:
1) 0.7
2) 1.07
3) 0.907
4) 15.007
To find:
which of the given decimals has the highest place value of 7.
Solution:
Changing decimals into fractions.
1) 0.7
[tex] = > 0 + \dfrac{7}{10} [/tex]
2) 1.07
[tex] = > 1 + \dfrac{7}{100} [/tex]
3) 0.907
[tex] = > 0 + \dfrac{907}{1000} [/tex]
4) 15.007
[tex] = > 15 + \dfrac{7}{1000} [/tex]
In decimal fractions, The Tenths place value is greater than the thousandths place value.
[tex] = > \dfrac{7}{10} > \dfrac{7}{1000} [/tex]
[tex] = > 0.7 > 0.007[/tex]
Hence, the required answer is option – A => 0.7