Order the following fractions from least to greatest:
\dfrac{N}{DENOMINATOR}
SORTER.init("sortable")
We can draw a picture to compare the fractions.
The order from least to greatest is: ANSWER
.
Compare.
\dfrac{NUMERATOR_1}{DENOMINATOR}
____
\dfrac{NUMERATOR_2}{DENOMINATOR}
SOLUTION
<
>
=
\large{<}
means "less than".\large{>}
means "greater than".\large{=}
means "equal to".We can draw a picture to compare the fractions.
\dfrac{NUMERATOR_1}{DENOMINATOR} SOLUTION
\dfrac{NUMERATOR_2}{DENOMINATOR}
Which number line correctly shows
\dfrac{NUMERATOR_1}{DENOMINATOR}
and
\dfrac{NUMERATOR_2}{DENOMINATOR}
?
SOLUTION
A
B
We can draw a picture of a number line showing 1
divided into DENOMINATOR
equal pieces of
\dfrac{1}{DENOMINATOR}
to compare the fractions.
Count \blue{NUMERATOR_1}
tick along to locate
\blue{\dfrac{NUMERATOR_1}{DENOMINATOR}}
on the number line.
Count \blue{NUMERATOR_1}
ticks along to locate
\blue{\dfrac{NUMERATOR_1}{DENOMINATOR}}
on the number line.
Count \red{NUMERATOR_2}
tick along to locate
\red{\dfrac{NUMERATOR_2}{DENOMINATOR}}
on the number line.
Count \red{NUMERATOR_2}
ticks along to locate
\red{\dfrac{NUMERATOR_2}{DENOMINATOR}}
on the number line.
So number line SOLUTION
is correct.