Skip to content

Latest commit

 

History

History
123 lines (90 loc) · 3.91 KB

File metadata and controls

123 lines (90 loc) · 3.91 KB
title EXP (Transact-SQL)
description EXP (Transact-SQL)
author markingmyname
ms.author maghan
ms.date 03/06/2017
ms.service sql
ms.subservice t-sql
ms.topic reference
ms.custom
ignite-2025
f1_keywords
EXP_TSQL
EXP
helpviewer_keywords
exponential functions
EXP function
dev_langs
TSQL
monikerRange >=aps-pdw-2016 || =azuresqldb-current || =azure-sqldw-latest || >=sql-server-2016 || >=sql-server-linux-2017 || =azuresqldb-mi-current || =fabric || =fabric-sqldb

EXP (Transact-SQL)

[!INCLUDE sql-asdb-asdbmi-asa-pdw-fabricse-fabricdw-fabricsqldb]

Returns the exponential value of the specified float expression.

:::image type="icon" source="../../includes/media/topic-link-icon.svg" border="false"::: Transact-SQL syntax conventions

Syntax

EXP ( float_expression )  

Arguments

float_expression
Is an expression of type float or of a type that can be implicitly converted to float.

Return Types

float

Remarks

The constant e (2.718281...), is the base of natural logarithms.

The exponent of a number is the constant e raised to the power of the number. For example EXP(1.0) = e^1.0 = 2.71828182845905 and EXP(10) = e^10 = 22026.4657948067.

The exponential of the natural logarithm of a number is the number itself: EXP (LOG (n)) = n. And the natural logarithm of the exponential of a number is the number itself: LOG (EXP (n)) = n.

Examples

A. Finding the exponent of a number

The following example declares a variable and returns the exponential value of the specified variable (10) with a text description.

DECLARE @var FLOAT  
SET @var = 10  
SELECT 'The EXP of the variable is: ' + CONVERT(VARCHAR, EXP(@var))  
GO  

[!INCLUDEssResult]

----------------------------------------------------------  
The EXP of the variable is: 22026.5  
(1 row(s) affected)  

B. Finding exponentials and natural logarithms

The following example returns the exponential value of the natural logarithm of 20 and the natural logarithm of the exponential of 20. Because these functions are inverse functions of one another, the return value in both cases is 20.

SELECT EXP(LOG(20)), LOG(EXP(20))  
GO  

[!INCLUDEssResult]

---------------------- ----------------------  
20                     20  
  
(1 row(s) affected)  

Examples: [!INCLUDEssazuresynapse-md] and [!INCLUDEssPDW]

C. Finding the exponent of a number

The following example returns the exponential value of the specified value (10).

SELECT EXP(10);  

[!INCLUDEssResult]

----------  
22026.4657948067  

D. Finding exponential values and natural logarithms

The following example returns the exponential value of the natural logarithm of 20 and the natural logarithm of the exponential of 20. Because these functions are inverse functions of one another, the return value in both cases is 20.

SELECT EXP( LOG(20)), LOG( EXP(20));  

[!INCLUDEssResult]

-------------- -----------------  
20                  20  

See Also

Mathematical Functions (Transact-SQL)
LOG (Transact-SQL)
LOG10 (Transact-SQL)