How to convert 4524.237 in binary and hexadecimal

Answer 1

To convert 4524 to hexadecimal:
Keep dividing by 16, keep track of the remainder.
4524/16 = 282; remainder 12
282/16 = 17; remainder 10
...
Then you read all the remainders bottom to top (using the A B C D E F digits if necessary).
So the last two digits of 4524 in hexadecimal are AC.
To convert 0.237 to hexadecimal:
Keep multiplying by 16, keep track of the integer part.
0.237 * 16 = 3.792; integer part 3
0.792 * 16 = 12.672; integer part 12
0.672 * 16 = 10.752; integer part 10
...
Then read all the integer parts top to bottom.
So 0.237 in hexadecimal is 0.3CA....
The result is both summed up.
4524.237 -> ...AC.3CA...
You have to figure out the other digits yourself :)
For binary do the same thing, but multiply/divide by 2 instead.
(warning: 0.792 will show up again after multiplying 20 or so times. Once you see 0.792 a second time, you are done and the digits will repeat)

Answer 2

Thank you 😇😇

Answer 3

Harshita Sharma To Convert 4524 to binary
Use the method of odd to even
4524=0
2262=0
1131=1
565 = 1
282=0
141=1
70=0
35=1
17=1
8=0
4=0
2=0
1=1
integer part
1000110101100
and for the decimal part
0.237*2=0.474=0
0.948*2=1.896=1
0.896*2=1.792=1
0.584*2=1.584=1
I will stop here
1000110101100.0111
for Hexadecimal
A=10
B=11
C=12
D=13
E=14
F=15
divide by 16 because of base 16
4524/16=282 remainder 12
282/16=17 remainder 10
using the same step to find the decimal output your final
Answer should be
AC.3CA