Move the \orange{\text{ORANGE_DOT}}
to
\orange{NUMBER}
on the number line.
Move the \orange{\text{ORANGE_DOT}}
to
\orange{NUMBER}
on the number line.
Because \orange{NUMBER}
is positive the orange dot will be to the right of 0
.
Because \orange{NUMBER}
is positive the orange dot will be above 0
.
Because \orange{NUMBER}
is negative the orange dot will be to the left of 0
.
Because \orange{NUMBER}
is negative the orange dot will be below 0
.
Let's convert the improper fraction \orange{NUMBER}
to a mixed number:
\orange{NUMBER} = \green{M_NUMBER}
\green{M_NUMBER}
is between
\blue{M_WHOLE}
and \blue{NEXT_NUM}
on the number line.
\green{M_NUMBER}
is less than 1
so lies between
\blue{M_WHOLE}
and \blue{NEXT_NUM}
on the number line.
\green{\dfrac{NUMERATOR}{-DENOMINATOR}}
is less than 1
so \green{M_NUMBER}
lies between \blue{M_WHOLE}
and \blue{NEXT_NUM}
on the number line.
\green{M_NUMBER}
is \green{fraction(M_NUMERATOR, DENOMINATOR)}
to the right of \blue{M_WHOLE}
on the number line.
\green{M_NUMBER}
is \green{fraction(-M_NUMERATOR, DENOMINATOR)}
to the left of \blue{M_WHOLE}
on the number line.
\green{M_NUMBER}
is \green{fraction(M_NUMERATOR, DENOMINATOR)}
above \blue{M_WHOLE}
on the number line.
\green{M_NUMBER}
is \green{fraction(-M_NUMERATOR, DENOMINATOR)}
below \blue{M_WHOLE}
on the number line.
The orange number shows where \orange{NUMBER}
is on the number line.