Answer:
a. [tex]\dfrac{1277}{10000}[/tex]
b. [tex]\dfrac{37}{100}[/tex]
c. [tex]\dfrac{243}{1000}[/tex]
d [tex]\dfrac{1156}{10000}[/tex]
Step-by-step explanation:
To find the fraction of a decimal point we first need to write the decimal number as a fraction over 1.
[tex].1277=\dfrac{1277}{1}[/tex]
Then we need to multiply top number and bottom number by [tex]10^{n}[/tex] where n represents the number of decimal places it moved to make it a whole number.
In this case we moved the decimal point 4 decimal places.
So that leaves us with [tex]10^{4}=10000[/tex].
[tex]\dfrac{.1277}{1}*\dfrac{10000}{10000}=\dfrac{1277}{10000}[/tex]
Now let's do it with the rest:
b.
[tex].37=\dfrac{37}{1}[/tex]
We moved it 2 decimal places.
[tex]\dfrac{.37}{1}*\dfrac{100}{100}=\dfrac{37}{100}[/tex]
c.
[tex].243=\dfrac{243}{1}[/tex]
We moved it 3 decimal places.
[tex]\dfrac{.243}{1}*\dfrac{1000}{1000}=\dfrac{243}{1000}[/tex]
d.
[tex].1156=\dfrac{1156}{1}[/tex]
We moved it 4 decimal places.
[tex]\dfrac{.1156}{1}*\dfrac{10000}{10000}=\dfrac{1156}{10000}[/tex]
