Rounding to nearest integer
When rounding to the nearest integer, we do exactly the same steps as when
rounding to decimal places, but the
Make sure to round up if the next digit is
Examples
Section titled “Examples”Round 4.3 to the nearest integer
Section titled “Round 4.3 to the nearest integer”- The digit we are rounding to is the
. - The next digit is
, which is less than , so we round down and keep the the same. - Answer:
.
Round 5.7 to the nearest integer
Section titled “Round 5.7 to the nearest integer”- The digit we are rounding to is the
. - The next digit is
, which is more than , so we round up and increase the by to get . - Answer:
.
Round 2.5 to the nearest integer
Section titled “Round 2.5 to the nearest integer”- The digit we are rounding to is the
. - The next digit is
, which is equal to , so we round up and increase the by to get . - Answer:
.
Round 9.99 to the nearest integer
Section titled “Round 9.99 to the nearest integer”- The digit we are rounding to is the
. - The next digit is
, which is more than , so we round up and increase the by to get . - Since
becomes , we set the units place to and increase the tens place by (which is also ) to get (so now we have ). - Answer:
.
Round 0.49 to the nearest integer
Section titled “Round 0.49 to the nearest integer”- The digit we are rounding to is the
. - The next digit is
, which is less than , so we round down and keep the the same. - Answer:
.
Don’t be tempted to round
to , which would then round to . Always look directly at the digit after the decimal point - don’t try to round in stages!
Round 999.50 to the nearest integer
Section titled “Round 999.50 to the nearest integer”- The digit we are rounding to is the last
(the units place). - The next digit is
, which is equal to , so we round up and increase the last by to get . - Since
becomes , we set the units place to and increase the tens place by (which is also ) to get . - We repeat this process for the hundreds place, resulting in
. - Answer:
.