Question

CONVERT (100)10=()16​

Answer 1

Required Answer:-

Given Number:

• (100)₁₀

To Find:

• The hexadecimal equivalent of the given number.

Solution:

Conversion is given as follows:

$\boxed{\begin{array}{c|c|c}\tt\underline{16}&\tt\underline{100}&\underline{\:\:\:}\\ \tt\underline{16}&\tt\underline{6}&\tt\underline{4}\\&\tt0&\tt6\end{array}}$

Now, write the remainders obtained from bottom to top.

→ (100)₁₀ = (64)₁₆

So, the hexadecimal equivalent of the given number is - (64)₁₆

Answer:

• (100)₁₀ = (64)₁₆

Steps to convert:

• Repeatedly divide the number by 16 until the quotient is not zero.
• Write the quotient obtained and then the remainder obtained on the right side.
• Write all the remainders obtained from bottom to top.
• Result obtained is the hexadecimal equivalent of the given number.
• Note: The following remainder values has some other names: {10 - A, 11 - B, 12 - C, 13 - D, 14 - E, 15 - F}