PDC4S:\CODING\GATE 2021 RavindraBabu Ravula\Digital Logic Design\6.Number system

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9.Example 6.mp417,940 KB12/12/2021 10:36 AM
8.Example 5.mp414,795 KB12/12/2021 10:36 AM
7.Example 4.mp434,715 KB12/12/2021 10:36 AM
6.Example 3.mp439,518 KB12/12/2021 10:36 AM
58.Example on fractional and implicit forms.mp426,362 KB12/12/2021 10:36 AM
57.Example on fractional form.mp428,612 KB12/12/2021 10:36 AM
56.Advanteges and Dis- Advantages of Booths algorithm.mp420,307 KB12/12/2021 10:36 AM
55.Booth algorithm operations flow.mp417,855 KB12/12/2021 10:36 AM
54.Booths algorithm.mp468,705 KB12/12/2021 10:36 AM
53.Booths algorithm example.mp423,958 KB12/12/2021 10:36 AM
52.Idea behind Booths algorithm.mp420,963 KB12/12/2021 10:36 AM
51.Binary multiplication(partial sum method).mp437,813 KB12/12/2021 10:36 AM
50.Gate 2016 on number of integers.mp415,061 KB12/12/2021 10:36 AM
5.Minimum number of bits required for inter conversion - ex 2.mp454,730 KB12/12/2021 10:36 AM
49.Example on single and double Precision.mp425,902 KB12/12/2021 10:36 AM
48.Example 2 on Double Precision.mp45,837 KB12/12/2021 10:36 AM
47.Example 1 on double Precision.mp417,005 KB12/12/2021 10:36 AM
46.Example 2 on Single Precision.mp49,910 KB12/12/2021 10:36 AM
45.Example 1 on single precision.mp417,089 KB12/12/2021 10:36 AM
44.Double precision.mp415,857 KB12/12/2021 10:36 AM
43.Single Precision.mp431,833 KB12/12/2021 10:36 AM
42.Introduction to IEEE Standards.mp418,320 KB12/12/2021 10:36 AM
41.Introduction to Floating point representation.mp418,990 KB12/12/2021 10:36 AM
40.Example 3.mp414,456 KB12/12/2021 10:36 AM
4.Minimum number of bits required for inter conversion - ex 1.mp4111,099 KB12/12/2021 10:36 AM
39.40 Example 2.mp447,983 KB12/12/2021 10:36 AM
38.Floating point representation Example 1.mp472,078 KB12/12/2021 10:36 AM
37.Floating point representation.mp445,948 KB12/12/2021 10:36 AM
36.Floating point representation.mp4105,720 KB12/12/2021 10:36 AM
35.Floating point Conversion.mp456,586 KB12/12/2021 10:36 AM
34.Examples on Hamming code.mp475,271 KB12/12/2021 10:36 AM
33.Hamming code.mp4117,627 KB12/12/2021 10:36 AM
32.Error correction.mp4122,219 KB12/12/2021 10:36 AM
31.Error detection.mp470,623 KB12/12/2021 10:36 AM
30.Binary to gray and vice versa.mp472,095 KB12/12/2021 10:36 AM
3.Conversion from base 10.mp4113,196 KB12/12/2021 10:36 AM
29.Gray code.mp478,280 KB12/12/2021 10:36 AM
28.Excess-3 addition.mp434,984 KB12/12/2021 10:36 AM
27.BCD addition.mp460,884 KB12/12/2021 10:36 AM
26.Examples on codes.mp445,240 KB12/12/2021 10:36 AM
25.8421 Excess-3 3321 codes.mp4119,386 KB12/12/2021 10:36 AM
24.classification of binary codes.mp457,393 KB12/12/2021 10:36 AM
23.overflow.mp4136,737 KB12/12/2021 10:36 AM
22.Sign bit extension.mp497,498 KB12/12/2021 10:36 AM
21.Examples on Ranges.mp457,036 KB12/12/2021 10:36 AM
20.Ranges of signed number representations.mp4116,906 KB12/12/2021 10:36 AM
2.Conversion to base 10.mp474,723 KB12/12/2021 10:36 AM
19.example on signed number representations.mp4123,833 KB12/12/2021 10:36 AM
18.signed number representation.mp434,242 KB12/12/2021 10:36 AM
17.Summary of subtraction using complements in case of unsigned numbers.mp479,107 KB12/12/2021 10:36 AM
16.examples on subtraction in radix complement.mp4149,144 KB12/12/2021 10:36 AM
15.Examples on diminished radix complement.mp4138,811 KB12/12/2021 10:36 AM
14.Subtraction in diminished radix complement.mp497,545 KB12/12/2021 10:36 AM
13.Why we use complements.mp478,534 KB12/12/2021 10:36 AM
12.Complementary number system.mp4144,035 KB12/12/2021 10:36 AM
11.Example 8.mp470,162 KB12/12/2021 10:36 AM
10.Example 7.mp449,584 KB12/12/2021 10:36 AM
1.Introduction to Number system.mp464,943 KB12/12/2021 10:36 AM