Excellent explanation. I find a lot of videos teaching with an accent I don't understand this topic or in indian, but I finally understood everything after watching this. I'd love to do a one-off donation on Patreon or something similar, let me know if that's ever setup. In the meantime, watched 2/2 ads.
Exactly! These three are inter related; NL, NS, SI. I think better to write the formula for No. of sets as NS = 2^(SI) = 2^(CI)/2^(x) where x = index for no. of lines per set
Number of Sets, Nos = NoL/K where NoL is number of lines and K is the number of lines in a set. The index is achieved by NoL = 2^(SI), so set index depends on how many sets there are.
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Excellent explanation. I find a lot of videos teaching with an accent I don't understand this topic or in indian, but I finally understood everything after watching this. I'd love to do a one-off donation on Patreon or something similar, let me know if that's ever setup.
In the meantime, watched 2/2 ads.
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All the task done by OS?
Excellent Explanation! But doesn't the set Index bit depend on how many lines a set has, and not how many sets there are?
Exactly!
These three are inter related; NL, NS, SI.
I think better to write the formula for No. of sets as
NS = 2^(SI) = 2^(CI)/2^(x) where x = index for no. of lines per set
Number of Sets, Nos = NoL/K where NoL is number of lines and K is the number of lines in a set. The index is achieved by NoL = 2^(SI), so set index depends on how many sets there are.
@@muhammadsiddiqui2244 u r saying the same thing in a twisted manner. The divisor is always the k ( in k-way)