randRange( 1, 5 ) randRange( 1, 5 ) randRange( 1, 5 ) A + B + LEFT $._("fraction of %(pizza__1__)s eaten", {pizza__1__: pizza( 1 )}) $._("number of slices eaten") $._("number of slices total") $._("number of slices remaining") $._("fraction of %(pizza__1__)s remaining", {pizza__1__: pizza( 1 )})

person( 1 ) ate A slice of pizza( 1 ).person( 1 ) ate A slices of pizza( 1 ). person( 2 ) ate B slice.person( 2 ) ate B slices.

If there were initially TOTAL slices, what fraction of the pizza( 1 ) was eaten?

(A + B) / TOTAL

\text{FRACTION_OF_PIZZAS_EATEN} = \dfrac{\text{NUMBER_OF_SLICES_EATEN}}{\text{NUMBER_OF_SLICES_TOTAL}}

They ate \color{#6495ED}{A + B} out of TOTAL slices.

init({ range: [ [-2, 2], [-2, 2] ], scale: 25 }); var eaten = A + B; piechart( [ eaten, TOTAL - eaten ], [ "#6495ED", "#FFA500" ], 2 );

They ate \dfrac{A + B}{TOTAL} of the pizza( 1 ).

person( 1 ) ate A slice of pizza( 1 ).person( 1 ) ate A slices of pizza( 1 ). person( 2 ) ate B slice.person( 2 ) ate B slices.

If there were LEFT slice remaining, what fraction of the pizza( 1 ) was eaten?If there were LEFT slices remaining, what fraction of the pizza( 1 ) was eaten?

(A + B) / TOTAL

\text{FRACTION_OF_PIZZAS_EATEN} = \dfrac{\text{NUMBER_OF_SLICES_EATEN}}{\text{NUMBER_OF_SLICES_TOTAL}}

Since they ate A + B slices of pizza( 1 ) with LEFT slice remaining, they must have begun with TOTAL slices.

Since they ate A + B slices of pizza( 1 ) with LEFT slices remaining, they must have begun with TOTAL slices.

They ate \color{#6495ED}{A + B} out of TOTAL slices.

init({ range: [ [-2, 2], [-2, 2] ], scale: 25 }); var eaten = A + B; piechart( [ eaten, TOTAL - eaten ], [ "#6495ED", "#FFA500" ], 2 );

They ate \dfrac{A + B}{TOTAL} of the pizza( 1 ).

person( 1 ) ate A slice of pizza( 1 ).person( 1 ) ate A slices of pizza( 1 ). person( 2 ) ate B slice.person( 2 ) ate B slices.

If person( 1 ) ate \dfrac{A}{TOTAL} of the pizza( 1 ), what fraction of the pizza( 1 ) was eaten?

(A + B) / TOTAL

If A slice represent \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices. If A slices represent \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices.

If A slice represents \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices. If A slices represents \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices.

\text{FRACTION_OF_PIZZAS_EATEN} = \dfrac{\text{NUMBER_OF_SLICES_EATEN}}{\text{NUMBER_OF_SLICES_TOTAL}}

They ate \color{#6495ED}{A + B} out of TOTAL slices.

init({ range: [ [-2, 2], [-2, 2] ], scale: 25 }); var eaten = A + B; piechart( [ eaten, TOTAL - eaten ], [ "#6495ED", "#FFA500" ], 2 );

They ate \dfrac{A + B}{TOTAL} of the pizza( 1 ).

person( 1 ) ate A slice of pizza( 1 ).person( 1 ) ate A slices of pizza( 1 ). person( 2 ) ate B slice.person( 2 ) ate B slices.

If there were initially TOTAL slices, what fraction of the pizza( 1 ) is remaining?

LEFT / TOTAL

\text{FRACTION_OF_PIZZAS_EATEN} = \dfrac{\text{NUMBER_OF_SLICES_REMAINING}}{\text{NUMBER_OF_SLICES_TOTAL}}

Together they ate A + B slices, which leaves LEFT out of TOTAL slices remaining.

init({ range: [ [-2, 2], [-2, 2] ], scale: 25 }); var remaining = TOTAL - A - B; piechart( [ remaining, TOTAL - remaining ], [ "#FFA500", "#6495ED" ], 2 );

There is \dfrac{LEFT}{TOTAL} of the pizza( 1 ) remaining.

person( 1 ) ate A slice of pizza( 1 ).person( 1 ) ate A slices of pizza( 1 ). person( 2 ) ate B slice.person( 2 ) ate B slices.

If person( 1 ) ate \dfrac{A}{TOTAL} of the pizza( 1 ), what fraction of the pizza( 1 ) is remaining?

LEFT / TOTAL

If A slice represent \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices. If A slices represent \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices.

If A slice represents \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices. If A slices represents \dfrac{A}{TOTAL} of the pizza( 1 ), there must have been a total of TOTAL slices.

\text{FRACTION_OF_PIZZAS_REMAINING} = \dfrac{\text{NUMBER_OF_SLICES_REMAINING}}{\text{NUMBER_OF_SLICES_TOTAL}}

Together they ate A + B slices, which leaves LEFT out of TOTAL slices remaining.

init({ range: [ [-2, 2], [-2, 2] ], scale: 25 }); var remaining = TOTAL - A - B; piechart( [ remaining, TOTAL - remaining ], [ "#FFA500", "#6495ED" ], 2 );

There is \dfrac{LEFT}{TOTAL} of the pizza( 1 ) remaining.