To round to the nearest whole number, you look at the digit in the tenths place (the first digit to the right of the decimal point):

  • If the tenths digit is 0, 1, 2, 3, or 4 β†’ round down (the whole-number part stays the same).
  • If the tenths digit is 5, 6, 7, 8, or 9 β†’ round up (add 1 to the whole-number part).

Examples:

  • 2.82.82.8 β†’ tenths digit is 8 (β‰₯ 5) β†’ rounds to 3.
  • 26.4526.4526.45 β†’ tenths digit is 4 (< 5) β†’ rounds to 26.
  • 73.275473.275473.2754 β†’ tenths digit is 2 (< 5) β†’ rounds to 73.
  • 276.72185276.72185276.72185 β†’ tenths digit is 7 (β‰₯ 5) β†’ rounds to 277.

For negative numbers, the same tenths-rule applies, but β€œrounding up” means going to the integer farther from zero (more negative):

  • βˆ’3.4-3.4βˆ’3.4 β†’ tenths digit 4 (< 5) β†’ rounds to βˆ’3-3βˆ’3.
  • βˆ’3.6-3.6βˆ’3.6 β†’ tenths digit 6 (β‰₯ 5) β†’ rounds to βˆ’4-4βˆ’4.

If you’d like, I can walk through specific numbers you want to round step by step.