00:01
Hello everyone, in this problem, in the first part we are given that we need to convert 14 from base 10.
00:16
Base.
00:17
So here we are given with 14 of base 10.
00:23
Now we need to convert that to the base 2.
00:26
So now we convert the given decimal value to the binary value.
00:32
So we are going to use l division method for that.
00:36
So now 14 divided by 2, we have this value as 7 to be quotient and 0 to be remainder.
00:44
And dividing again 7 by 2, we have the values to be 3 to the quotient and 1 to the remainder.
00:53
And again dividing 3 by 2, we get 1 to the quotient and 1 to the remainder.
01:03
Now writing the reminders from backward, so we get 1, 1, 1, 0.
01:11
So this is the required value for this question.
01:17
Now let us move on to the next part of the question where we need to convert 3a from base 16 to base 2.
01:39
So now we need to first convert this 3a from base 16 to base 2 by first converting this into decimal.
01:52
So now 3a of base 16, so this can be written as 3 multiplied by 16 power 1, a multiplied by 16 power 0...