BIN2HEX

Definition of BIN2HEX

Converts a signed binary number to signed hexadecimal format.

Sample Usage

BIN2HEX(101,8)

BIN2HEX(A2)

Syntax

BIN2HEX(signed_binary_number, [significant_digits])

• signed_binary_number - The signed 10-bit binary value to be converted to signed hexademical, provided as a string.

  • The most significant bit of signed_binary_number is the sign bit; that is, negative numbers are represented in two's complement format.

  • For this function, this value has a maximum of 0111111111 if positive, and a minimum of 1000000000 if negative.

  • If signed_binary_number is provided as a valid binary number, it will automatically be converted to the appropriate string input. For example, BIN2HEX(11111) and BIN2HEX("11111") yield the same result: 1F.

• significant_digits - [ OPTIONAL ] - The number of significant digits to ensure in the result.

  • If this is greater than the number of significant digits in the result, the result is left-padded with zeros until the total number of digits reaches significant_digits. For example, BIN2HEX("11111",8)yields the value 0000001F.

  • This value is ignored if the most significant bit of signed_binary_number is 1; that is, if the expressed signed_binary_number is greater than or equal to 1000000000.

Notes

• As with any binary value, only the digits 0 and 1 are valid. Digits other than these will cause BIN2HEX to return a #NUM! error.

• If the number of digits required is greater than the specified significant_digits, the #NUM! error is returned.

• Ensure that any calculations using the result of BIN2HEX take into account that it is in hexadecimal. In particular, results which do not contain non-decimal digits (A-F) will be silently converted; thus if cell A2 contains 111, the hexadecimal equivalent of binary 100010001, and B2 contains a formula such as =A2+9, the result will be 120, which is incorrect in hex calculation.

See Also

OCT2HEX: Converts a signed octal number to signed hexadecimal format.

OCT2DEC: Converts a signed octal number to decimal format.

OCT2BIN: Converts a signed octal number to signed binary format.

HEX2OCT: Converts a signed hexadecimal number to signed octal format.

HEX2DEC: Converts a signed hexadecimal number to decimal format.

HEX2BIN: Converts a signed hexadecimal number to signed binary format.

DEC2OCT: Converts a decimal number to signed octal format.

DEC2HEX: Converts a decimal number to signed hexadecimal format.

DEC2BIN: Converts a decimal number to signed binary format.

BIN2OCT: Converts a signed binary number to signed octal format.

BIN2DEC: Converts a signed binary number to decimal format.

In order to use the BIN2HEX formula, start with your edited Excellentable:

Then type in the BIN2HEX Formula in the area you would like to display the outcome:

By adding the value you would like to calculate the BIN2HEX formula for, Excellentable will generate the outcome:

	A	B	C	D
1	State	Population	Total area in mi2	Land area in mi2	Water area in mi2	House seat(s)
2	Alabama	4833722	52,420 (135,767)	50,645 (131,170)
3	Alaska	735132	665,384 (1,723,337)	570,641 (1,477,950)
4	Arizona	6626624	113,990 (295,233)	113,594 (294,207)
5	Arkansas	2959373	53,179 (137,733)	52,035 (134,770)
6	California	38332521	163,695 (423,968)	155,779 (403,466)
7	Colorado	5268367	104,094 (269,602)	103,642 (268,432)
8	Connecticut	3596080	5,543 (14,356)	4,842 (12,541)
9	Delaware	925749	2,489 (6,446)	1,949 (5,048)
10	Florida	19552860	65,758 (170,312)	53,625 (138,888)
11	Georgia	9992167	59,425 (153,910)	57,513 (148,958)
12	Hawaii	1404054	10,932 (28,314)	6,423 (16,635)
13	Idaho	1612136	83,569 (216,443)	82,643 (214,044)
14
15

	E	F	G	H
1

Date

Binary Values

1,775 (4,597)

7

1101

94,743 (245,383)

1

1110

396 (1,026)

9

1111

1,143 (2,960)

4

1100

7,916 (20,502)

53

110010

452 (1,171)

7

110011

701 (1,816)

5

110100

540 (1,399)

1

110101

12,133 (31,424)

27

1101

1,912 (4,950)

14

1110

4,509 (11,678)

2

1111

926 (2,398)

2

1100