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Question

3 Ve{tices ( Ojoli ($,5 01,( Jte1 J6) i, Che (ctazak LJC (e a pVotowia e (01&) v takem Ce ations HaJc trans/o{- ^A Om th < X a /'5 Y (vection €he ) 2 ^' 5 Om 5 3 (ectiom fe 17 €he > 0n 6e4" opaeo + = 3S3F Jifection X of (c Coy i~,CAC cApamsiom CC m the J; feckion K= 8 (lind ?(oduc Khaky fai (m tHe k= 2 Producc kaky f3i"m? th Je(ti cg Ji Ye crio % F967837822g of t HC Poits EYams 4 fxe r 45 Coofa; Have alre T-a Eiv. Li (( che coxfect tich aol (2 3) 1(-31- -4) 1

3 Ve{tices ( Ojoli ($,5 01,( Jte1 J6) i, Che (ctazak LJC (e a pVotowia e (01&) v takem Ce ations HaJc trans/o{- ^A Om th < X a /'5 Y (vection €he ) 2 ^' 5 Om 5 3 (ectiom fe 17 €he > 0n 6e4" opaeo + = 3S3F Jifection X of (c Coy i~,CAC cApamsiom CC m the J; feckion K= 8 (lind ?(oduc Khaky fai (m tHe k= 2 Producc kaky f3i"m? th Je(ti cg Ji Ye crio % F967837822g of t HC Poits EYams 4 fxe r 45 Coofa; Have alre T-a Eiv. Li (( che coxfect tich aol (2 3) 1(-31- -4) 1+4)= a)(oiol Aol ( 3) bl (00 1 (24 11('4 @d (5 4) Ci (oro) (4).(3'9 ~ (5 4 (Ool $1-2) L-31.8 ) (-31 -6) 321a4(3'-41 21 (Ovo/ (73' 7431401



Answers

Dimensions of kinetic energy are
[Bihar PET 1983; DPET 1993; AFMC 1991]
(a)
2 ?2 ML T
(b)
2 ?1 M LT
(c)
2 ?1 ML T
(d)
3 ?1 ML T

Chinese solution when directed with stool and avoided give some right sector own additional access this compound. So could you inform general which hard place here's the correct terms.

This video, we're gonna go through the answer to question number three from chapter 9.4 so as to give thes three defensive equations in matrix for Okay, so we're looking for away to write the Vector X. Why is that? The director of the Vector as some matrix times, by the way, by the vector X wiser heads that, plus some of the back today in her Virginia's bath. Okay, so first up, looking at the left hand equation, which will write it up. So it's got t squared lots off X from the inside. So mine is one lost. Why it's got minus one. What's upset on in heavy genius? Part is, too. At the middle equation. There's zero lots of X on the right zero loss of wire on the right on Easter tea. Lots of set it on the road on the inner genius part is five. The last equation has got tea. Lots of X. It's got mice, Woman. Why, it's about three less upset. He's got minus E to the T. Hasn't a genius pop, So that is

Hello and welcome to this video solution of numerous. So we are given an equation which is why it has a function of X. Nt equal. Why not sign cakes plus omega T. Mhm. Sign K. X plus omega T plus. Excellent rate. So you have to determine what what does this equations to signify? So it's a simple harmonic equation. Right? So we determines the position of the particle rate and why not? It's actually the amplitude of the particle that is moving in a sign of tidal wave gaze. The spring constant or the omega is the angular frequency. X. Is the motion along X axis. Right. And this is the time. And if so Ellen is the face different? Wow. Right. I hope this is clear to you and a very good rest of the day. Thank you.

For Palestinians in this question, we need to find a dimension of kinetic and um well oh kinetic and absurd dimensions basically kinetic energy is one by two MG square. Right? So the dimension that can in the women's choir is L. P minus one squared. So this will be in hell to demons too. So this is another dimension of Connecticut. Now if you sold this by another method and how we can do this. So basically kinetic energy basically energy. But we know that energy is forced into displacement. Right? The forces MLT -2, displacement is Elma. This will again we will get em recruiting -2. Right? So MLT managed to M. L. T minus two. Both have records. Right? So we have found that dimension of kinetic energy by two methods and I hope you understand this technically.


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