3- Write a function pow (double base, int exp) to calculate integral powers of floating-point numbers. Arguments: The base of type double and the exponent of type int. Returns: The power baseexp of type double. For example, calling pow (2.5, 3) returns the value 2.53 = 2.5 * 2.5 * 2.5 = 15.625 This definition of the function pow( ) means overloading the standard function pow ( ), which is called with two double values. Test your function by reading one value each for the base and the exponent from the keyboard. Compare the result of your function with the result of the standard function. Hint: • The power x° is defined as 1.0 for a given number x. • The power x" is defined as (1/x)-" for a negative exponent n.

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3- Write a function pow (double base, int exp) to calculate integral
powers of floating-point numbers.
Arguments: The base of type double and the exponent of type int.
Returns: The power baseexp of type double.
For example, calling pow( 2.5, 3) returns the value 2.53 = 2.5 * 2.5 *
2.5 = 15.625
This definition of the function pow( ) means overloading the standard function
pow ( ), which is called with two double values.
Test your function by reading one value each for the base and the exponent
from the keyboard. Compare the result of your function with the result of the
standard function.
Hint:
The power x° is defined as 1.0 for a given number x.
• The power x" is defined as (1/x)-" for a negative exponent n.
• The power 0" where n > 0 will always yield 0.0
not defined for n < 0. In this case, your function should return the
The power 0n is
value 0.
Don't forget the negative exponent
Transcribed Image Text:3- Write a function pow (double base, int exp) to calculate integral powers of floating-point numbers. Arguments: The base of type double and the exponent of type int. Returns: The power baseexp of type double. For example, calling pow( 2.5, 3) returns the value 2.53 = 2.5 * 2.5 * 2.5 = 15.625 This definition of the function pow( ) means overloading the standard function pow ( ), which is called with two double values. Test your function by reading one value each for the base and the exponent from the keyboard. Compare the result of your function with the result of the standard function. Hint: The power x° is defined as 1.0 for a given number x. • The power x" is defined as (1/x)-" for a negative exponent n. • The power 0" where n > 0 will always yield 0.0 not defined for n < 0. In this case, your function should return the The power 0n is value 0. Don't forget the negative exponent
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