## How to use the MROUND function

The MROUND function calculates a number rounded to a given multiple.

### What's on this page

## 1. MROUND Function Syntax

MROUND(*number*, *multiple*)

## 2. MROUND Function Arguments

number |
Required. The value to round. |

multiple |
Required. The multiple you want to use. |

Warning, the rounding direction is undefined for midpoint numbers.

## 3. MROUND Function Example

Formula in cell D3:

## 4. How to round a date to the nearest given weekday?

The formula in cell C6 rounds the date in cell B6 to the nearest weekday based on the value in cell C2.

Cell C3 calculates the relative position of the weekday in cell C2 if the week begins on a Sunday.

Formula in cell C3:

You can delete cell C3 and use this formula instead:

### 4.1 Explaining formula in cell C3

#### Step 1 - Find the relative position of weekday

The MATCH function returns a number representing the relative position of a given value in an array or cell range.

MATCH(*lookup_value*, *lookup_array*, [*match_type*])

MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0)

becomes

MATCH("Tuesday", {"Sunday"; "Monday"; "Tuesday"; "Wednesday"; "Thursday"; "Friday"; "Saturday"}, 0)

and returns 3. Tuesday is the thrid value in the array.

#### Step 2 - Calculate Excel date

7-MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0)+B6

becomes

7-3+B6

becomes

7-3+44586 equals 44590

#### Step 3 - Round date

The MROUND function rounds a number to a given multiple.

MROUND(*number*, *multiple*)

MROUND(7-MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0)+B6,7)

becomes

MROUND(44590,7)

and returns 44590.

#### Step 4 - Calculate date of nearest weekday

MROUND(7-MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0)+B6,7)-(7-MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0))

becomes

44590 - (7-MATCH($C$2,{"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"},0))

becomes

44590-(7-3) equals 44586.

## 5. How to round a date to the nearest upcoming weekday?

Formula in cell C6:

### 5.1 Explaining formula in cell C6

#### Step 1 - Check if weekday is less than or equal to value in C3

The WEEKDAY function returns a number representing the weekday.

WEEKDAY(*serial_number*,[*return_type*])

WEEKDAY(B6, 1)<=$C$3

becomes

WEEKDAY(44586, 1)<=$C$3

becomes

3<=$C$3

becomes

3<=2

and returns FALSE.

#### Step 2 - Evaluate IF function

The IF function returns one value if the logical test is TRUE and another value if the logical test is FALSE.

IF(*logical_test*, [*value_if_true*], [*value_if_false*])

IF(WEEKDAY(B6, 1)<=$C$3, $C$3-WEEKDAY(B6, 1)+B6, $C$3-WEEKDAY(B6, 1)+B6+7)

becomes

IF(FALSE, $C$3-WEEKDAY(B6, 1)+B6, $C$3-WEEKDAY(B6, 1)+B6+7)

and returns

$C$3-WEEKDAY(B6, 1)+B6+7

#### Step 3 - Calculate nearest upcoming weekday

$C$3-WEEKDAY(B6, 1)+B6+7

becomes

2-3+B6+7

becomes

2-3+44586+7

and returns 44592.

## 6. How to round time to the nearest hour?

Formula in cell C3:

### 6.1 Explaining formula in cell C3

#### Step 1 - Excel time

Excel time is between 0 (zero) and 1. 24 hours is equal to 1.

1/24

An hour is equal to 1/24.

#### Step 2 - Round time to the nearest hour

MROUND(B3,1/24)

becomes

MROUND(0.000694444, 1/24)

becomes

MROUND(0.000694444, 0.041666667)

and returns 0 (zero) which is 12:00 AM.

## 7. How to round time to the nearest quarter of an hour?

Formula in cell C3:

### 7.1 Explaining formula in cell C3

#### Step 1 - Excel time

Excel time is between 0 (zero) and 1. 24 hours is equal to 1.

An hour is equal to 1/24. A quarter is 1/4 of an hour.

(1/24)*(1/4)

#### Step 2 - Round time to the nearest hour

MROUND(B3, (1/24)*(1/4))

becomes

MROUND(0.000694444, (1/24)*(1/4))

becomes

MROUND(0.000694444, 0.0104166666666667)

and returns 0 (zero) which is 12:00 AM.

## Functions in this article

### Functions in 'Math and trigonometry' category

The MROUND function function is one of many functions in the 'Math and trigonometry' category.

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