From decimal to hexadecimal:
i. 330 ii. 840.
plsss full formula
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From decimal to hexadecimal:
i. 330 ii. 840.
plsss full formula
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Things to note:
→ Digits from 10 get assigned capital letters in alphabetical order.
→ This is explained in the process.
The conversion of 330 is as follows.
Divide 330 by 16.
[tex]330=16\times 20+10[/tex]
Then divide again,
[tex]330=16\times (16\times 1+4)+10[/tex]
Expand to get
[tex]330=16^2+4\times 16+10[/tex]
Change this to base 16 and we get
[tex]330_{10}=14A_{16}[/tex]
The conversion of 840 is as follows.
Divide 840 by 16.
[tex]840=16\times 52+8[/tex]
Then divide again,
[tex]840=16\times (16\times 3+4)+8[/tex]
Expand to get
[tex]840=3\times 16^2+4\times 16+8[/tex]
Change this to base 16 and we get
[tex]840_{10}=348_{16}[/tex]
More information:
For the method, refer to the attachment.
Answer:
Step 3: Once we have obtained the octal number, the conversion from decimal to octal can be written as: (45)10 ( 45 ) 10 = (55)8 ( 55 ) 8 .