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Elastic impacts
Inelastic (e=0) and perfectly elastic (e=1) are the two extreme cases, and if you just say elastic it means 0<e<1 and in such cases, of course there is some loss of KE.
Inelastic (e=0) and perfectly elastic (e=1) are the two extreme cases, and if you just say elastic it means 0<e<1 and in such cases, of course there is some loss of KE.
See lessවෘත්ත චලිතය- ශක්ති සංස්ථිති මූලධර්මය භාවිතය
MetaHub Panel for Teachers' Forum
MetaHub Panel for Teachers’ Forum
See lessElastic impacts
Series
Limits at infinity
Limits at infinity
Limits at infinity
What do other teachers think about this question? Let us have a conversation around this question first. We will then give you an answer. ~MetaHub Panel for Teachers' Forum
What do other teachers think about this question? Let us have a conversation around this question first. We will then give you an answer.
~MetaHub Panel for Teachers’ Forum
See lessවෘත්ත චලිතය- ශක්ති සංස්ථිති මූලධර්මය භාවිතය
අපි කැමතියි අනිත් ගුරුවරුන් මේ ගැන දක්වන අදහස් දැන ගන්න. මෙය සන්වාදයකට අවස්තාවක් කර ගනිමු. ~MetaHub Panel for Techers' Forum
අපි කැමතියි අනිත් ගුරුවරුන් මේ ගැන දක්වන අදහස් දැන ගන්න. මෙය සන්වාදයකට අවස්තාවක් කර ගනිමු.
~MetaHub Panel for Techers’ Forum
See lessප්රවේගය සම්බන්දව
ඔබ සඳහන් කර ඇති විස්ථාපන ශ්රිතය t<0 විට නොපවතින බැවින්, t=0 හිදී එහි වමත් ව්යුත්පන්නය ගැන කථා කිරීමේ හැකියාවක්වත් නොමැත. මෙහි t=0 හිදී ප්රවේගය වන්නේ t=0 හිදී ශ්රිතයේ දකුණත් ව්යුත්පන්නයයි. ~MetaHub Panel for Teachers' Forum
ඔබ සඳහන් කර ඇති විස්ථාපන ශ්රිතය t<0 විට නොපවතින බැවින්, t=0 හිදී එහි වමත් ව්යුත්පන්නය ගැන කථා කිරීමේ හැකියාවක්වත් නොමැත. මෙහි t=0 හිදී ප්රවේගය වන්නේ t=0 හිදී ශ්රිතයේ දකුණත් ව්යුත්පන්නයයි.
~MetaHub Panel for Teachers’ Forum
See lessSequence
This sequence is called "Look and say sequence". The sequence starts with 1 and for the next term, you need to 'say what you see' in the current term. i.e. how many of each numeral you see from left to right. The fourth term is 1211. It reads as ‘one1, one 2. Two 1’. So the fifth term is 111221. ThiRead more
This sequence is called “Look and say sequence”. The sequence starts with 1 and for the next term, you need to ‘say what you see’ in the current term. i.e. how many of each numeral you see from left to right.
The fourth term is 1211. It reads as ‘one1, one 2. Two 1’.
So the fifth term is 111221.
This reads as ‘Three 1, two 2, one 1’.
So the sixth term is 312211.
~MetaHub Panel for Teachers’ Forum
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