Decimal to Hexadecimal and Hexadecimal to Decimal Conversion

Decimal to Hexadecimal Conversion With Steps

To convert a decimal number into hex follow the below-given, steps;

• First, divide the decimal number by 16, considering the number as an integer.
• Keep aside the remainder left.
• Again divide the quotient by 16 and repeat till you get the quotient value equal to zero.
• Now take the values of the remainder’s left in the reverse order to get the hexadecimal numbers.

Note: Remember, from 0 to 9, the numbers will be counted as same in the decimal system. But from 10 to 15, they are expressed in alphabetically order such as A, B, C, D, E, F and so on.

Assignments

Decimal to Hexadecimal Conversion :
1) (530)10 = (?)16
2) (460)10 = (?)16
3) (1234)10 = (?)16
4) (987)10 = (?)16
5) (956)10 = (?)16
6) (320)10 = (?)16
7) (524)10 = (?)16
8) (5670)10 = (?)16
9) (9862)10 = (?)16
10)(513)10 = (?)16
11)(367)10 = (?)816

Convert Hexadecimal to Decimal

To convert the hexadecimal number to a decimal number, we use the multiplication method. In this conversion process, if a number with base n has to be converted into a number with base 10, then each digit of the given number is multiplied from the Most Significant Bit (MSB) to the Least Significant Bit (LSB) with reducing the power of the base.

Hexadecimal to Decimal Conversion :
1) (500)16 = (?)10
2) (2DC5)16 = (?)10
3) (8B3)16 = (?)10
4) (4587)16 = (?)10
5) (AB9)16 = (?)10
6) (6FC)16 = (?)10
7) (6678)16 = (?)10
8) (ED55)16 = (?)10
9) (76F)16 = (?)10
10) (BCD)16 = (?)10
11) (50A)16 = (?)10

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