# Round to the Nearest Tenth

## Round to the Nearest Tenth?

If the number after the tenth is more significant than or similar to 5, add 1 to the tenth. Else release the digit. Example: The first digit on the privilege of the decimal point is 5The double digit after the decimal point is eight, which is additional significant than 5So add 1 to 5, Result = 124.6.

## Rounding to Nearest Tenth Examples

Number Rounded to Nearest Tenth
1 1
1.01 1
1.02 1
1.03 1
1.04 1
1.05 1.1
1.06 1.1
1.07 1.1
1.08 1.1
1.09 1.1
1.1 1.1
1.11 1.1
1.12 1.1
1.13 1.1
1.14 1.1
1.15 1.2
1.16 1.2
1.17 1.2
1.18 1.2
1.19 1.2
1.2 1.2
1.21 1.2
1.22 1.2
1.23 1.2
1.24 1.2
1.25 1.3
1.26 1.3
1.27 1.3
1.28 1.3
1.29 1.3
1.3 1.3
1.31 1.3
1.32 1.3
1.33 1.3
1.34 1.3
1.35 1.4
1.36 1.4
1.37 1.4
1.38 1.4
1.39 1.4
1.4 1.4
1.41 1.4
1.42 1.4
1.43 1.4
1.44 1.4
1.45 1.5
1.46 1.5
1.47 1.5
1.48 1.5
1.49 1.5
1.5 1.5
1.51 1.5
1.52 1.5
1.53 1.5
1.54 1.5
1.55 1.6
1.56 1.6
1.57 1.6
1.58 1.6
1.59 1.6
1.6 1.6
1.61 1.6
1.62 1.6
1.63 1.6
1.64 1.6
1.65 1.7
1.66 1.7
1.67 1.7
1.68 1.7
1.69 1.7
1.7 1.7
1.71 1.7
1.72 1.7
1.73 1.7
1.74 1.7
1.75 1.8
1.76 1.8
1.77 1.8
1.78 1.8
1.79 1.8
1.8 1.8
1.81 1.8
1.82 1.8
1.83 1.8
1.84 1.8
1.85 1.9
1.86 1.9
1.87 1.9
1.88 1.9
1.89 1.9
1.9 1.9
1.91 1.9
1.92 1.9
1.93 1.9
1.94 1.9
1.95 2
1.96 2
1.97 2
1.98 2
1.99 2
Number Rounded to Nearest Tenth
10 10
10.02 10
10.04 10
10.06 10.1
10.08 10.1
10.1 10.1
10.12 10.1
10.14 10.1
10.16 10.2
10.18 10.2
10.2 10.2
10.22 10.2
10.24 10.2
10.26 10.3
10.28 10.3
10.3 10.3
10.32 10.3
10.34 10.3
10.36 10.4
10.38 10.4
10.4 10.4
10.42 10.4
10.44 10.4
10.46 10.5
10.48 10.5
10.5 10.5
10.52 10.5
10.54 10.5
10.56 10.6
10.58 10.6
10.6 10.6
10.62 10.6
10.64 10.6
10.66 10.7
10.68 10.7
10.7 10.7
10.72 10.7
10.74 10.7
10.76 10.8
10.78 10.8
10.8 10.8
10.82 10.8
10.84 10.8
10.86 10.9
10.88 10.9
10.9 10.9
10.92 10.9
10.94 10.9
10.96 11
10.98 11
11 11
11.02 11
11.04 11
11.06 11.1
11.08 11.1
11.1 11.1
11.12 11.1
11.14 11.1
11.16 11.2
11.18 11.2
11.2 11.2
11.22 11.2
11.24 11.2
11.26 11.3
11.28 11.3
11.3 11.3
11.32 11.3
11.34 11.3
11.36 11.4
11.38 11.4
11.4 11.4
11.42 11.4
11.44 11.4
11.46 11.5
11.48 11.5
11.5 11.5
11.52 11.5
11.54 11.5
11.56 11.6
11.58 11.6
11.6 11.6
11.62 11.6
11.64 11.6
11.66 11.7
11.68 11.7
11.7 11.7
11.72 11.7
11.74 11.7
11.76 11.8
11.78 11.8
11.8 11.8
11.82 11.8
11.84 11.8
11.86 11.9
11.88 11.9
11.9 11.9
11.92 11.9
11.94 11.9
11.96 12
11.98 12

## Use of Calculator:

You are rounding the calculator to round digits up or down to decimal positions. For Example, select ones to round a number to the closest buck. Select hundredths to round a portion to the nearest cent.

## How to round the numbers:

Say you would like to round the digit 838.274. The last Result will differ depending on which place deal you’ll round. Rounding 838.274:

• 800 is the Result of rounding to the closest hundred
• 840 is the Result of rounding to the closest ten
• 838 is the Result of rounding to the closest one
• 838.3 is the Result of rounding to the closest tenth
• 838.27 is the result of rounding to the closest hundredth

## Some Rules to round off the Numbers:

When you “rounded to closely _____,” still of what belongs in the blank, the actions are almost invariably the same:

• Identify which location deal you are rounding. The less the location value, the better correct the last Result will be.
• Look to the following least location matter, the integer to the request of the location matter you’re about. So, for example, if you like to round to the closest ten, you’d peek at the one’s home.
• If the number in the next most minor area worth is more petite than five (0, 1, 2, 3, or 4), you exit the number you like to round to as-is. Any numbers behind that digit (including the next least place value you just peeked at) evolve nada or drop-offs if found after the decimal pinpoint. It is called rounding down.

## Round to the closest Hundred: 3250

• Identify the hundreds digit: the 2 in 3250
• Identify the next smallest place value: the 5 in 3250
• Is that digit greater than or equal to five? Yes, so round up.
• Increase the hundred digit by one, so two becomes 3. Every number after becomes a zero.

3250 rounded to the nearest hundred is 3300

## Round to the closest Ten: 323.5

• Identify the tens digit: the 2 in 323.5
• Identify the next smallest place value: the 3 in 323.5
• Is that digit greater than or equal to five? No, so round down.
• The tens digit stays the same at 2. Every number after becomes a zero. Digits after the decimal point are dropped.

323.5 rounded to the closest ten is 320

## Round to the closest Ten: 499

• Identify the tens digit: the first 9 in 499
• Identify the next smallest place value: the second 9 in 499
• Is that digit greater than or equal to five? Yes, so round up.
• The tens digit increases by one, Since 9+1=10, you must carry the one and add it to the digit in the hundreds place. Each number after becomes a zero.

499 rounded to the closest ten is 500

## Round to the closest Tenth: 0.74

• Identify the tenths digit: 7 in 0.74
• Identify the next smallest place value: the 4 in 0.74
• Is that digit greater than or equal to five? No, so round down.
• The tenth digit stays the same at 7. Since the remaining numbers are after the decimal point, you drop them.

0.74 rounded to the closest tenth is 0.7

## Round to the closest Hundredth: 3.141

• Identify the hundredths digit: the 4 in 3.141
• Identify the next smallest place value: the second 1 in 3.141
• Is that digit greater than or equal to five? No, so round down.
• The hundredth digit stays the same at 4. Drop the numbers to the right of 4.

3.141 rounded to the closest hundredth is 3.14

# Conclusion:

If the next least place weight is more significant than or equivalent to five (5, 6, 7, 8, or 9), you improve the worth of the digit you’re rounding to by one (+1). Like before, any remaining numbers before the decimal point become zeros, and any after the decimal point are dropped. It is called rounding up.