how to convert hexadecimal number to decimal 789AFE
Answers
Answer:
first you need to convert the hexadecimal number to binary than from binary to decimal
In hexadecimal 10 is represented as A, 15 is represented as F and 14 as E.
so their equivalent binary number are
7 8 9 A F E
0111 1000 1001 1010 1111 1110
now we have got the binary number, this binary number is to be converted into decimal by using the power of two.
= (0*2^23)(1*2^22)+(1*2^21)+(1*2^20)+(1*2^19)+(0*2^18)+(0*2^17)+(0*2^16)+(1*2^15)+(0*2^14)+(0*2^13)+(1*2^12)+(1*2^11)+(0*2^10)+(1*2^9)+(0*2^8)+(1*2^7)+(1*2^6)+(1*2^5)+(1*2^4)+(1*2^3)+(1*2^2)+(1*2^1)+(0*2^0)
=0+4194304+2097152+1048576+524288+0+0+0+32768+0+0+4096+2048+0+512+0+128+64+32+16+8+4+2+0
=7903998
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