The weight of the first digit is negative, (-2^7) while the remaining digit is positive. If you do that addition of all the weights you will get -35. Recalculate it, you will get it.
When you multiply 4 bit with 3 bit then you need to extend upto 7 bits. (4 + 3 ) bits. Here in the first example, the three digit number was considered as 4 digit (by adding extra 0). And it was extended upto 8 bits. But with 7 bits extension also, you will get the same result. (when second number is 3 digit number) The same is applicable to the 3rd example.
Thanks a million for this lecture sir ❤❤❤
Amazingly explained 👌🏻👌🏻
thank you thank you thank you ...... thank you so much sir 🤗
you're a legend brother
Thank you for your explanation
what will be the result if we have to add 1+1+1+1 while doing binary multiplication
Very very nice ❤❤
Thank you valuable one
Amamzingggg
1 (1011101) not -35 a u said at time 7:12. Here -35 represented as 221 if u added weights
The weight of the first digit is negative, (-2^7) while the remaining digit is positive. If you do that addition of all the weights you will get -35. Recalculate it, you will get it.
Very nice
Kya rata rata ke padha raha
Thank you sir
What if the 4 bit multiply 3 bit so we need to extend to 8 bit or 6 bit. Hope you response ❤
When you multiply 4 bit with 3 bit then you need to extend upto 7 bits. (4 + 3 ) bits. Here in the first example, the three digit number was considered as 4 digit (by adding extra 0). And it was extended upto 8 bits. But with 7 bits extension also, you will get the same result. (when second number is 3 digit number) The same is applicable to the 3rd example.
@@ALLABOUTELECTRONICS thank you so much Sir, great explanation and enthusiasm