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Nttmuanoleelcto"4m Inod an pr bnseitus 0' Ite dstran Hrttat ctun mlf (enittetn Fonne Fd" Mcer ETAuromotanthnteln...

Question

Nttmuanoleelcto"4m Inod an pr bnseitus 0' Ite dstran Hrttat ctun mlf (enittetn Fonne Fd" Mcer ETAuromotanthnteln

nttmuanoleelcto"4m Inod an pr bnseitus 0' Ite dstran Hrttat ctun mlf (enittetn Fonne Fd" Mcer ETAuromotanthnteln



Answers

(A) $\mathrm{M}^{0} \mathrm{~L}^{-1} \mathrm{~T}^{-1}$ (B) $\mathrm{M}^{0} \mathrm{~L}^{1} \mathrm{~T}^{-1}$ (C) $\mathrm{M}^{0} \mathrm{~L}^{2} \mathrm{~T}^{-2}$ (D) $\mathrm{M}^{0} \mathrm{~L}^{0} \mathrm{~T}^{0}$

It is saying that in the defined problem, if we take the projection of you on you, then what will be the results? So we have the given from layers yet to use events just put here to you, don't you upon model, you spare you. So it will be you know what you is just you square and below is also more of use for both will be cut out, you have to as common and you is outside. So it will be just to you. There will be no change, it will be just to you. Similarly for any ceo again, the same formula see you dot Eu upon model few square you so it will be again, she will remain as it is. You don't use you square upon model, you square with the same quantity into you. It will be see you in both cases it will remain the same.

Hello. The potion is taken from differential equation and we have to solve this first order differential equation. So let me initially variety exponential to the power X. The ancient of why the eggs plus one minus exponential X. Second square while. And then the way is equal to zero. Taking the X. Part of the situation to the left hand side. And why part of the right hand side we get exponential. The X divided by one minus exponential X. That is equal to oh minus second square Y. The Y divided by being gentle by. Okay now let us integrating both sides. Let us you do the integration on both sides. So that equation becomes in order to integrate it let one minus E. To the power excessive 40 T. We get minus E. To the power X. Dx is equal to did you taking negatives and also to the items I tweeted negative sign here. Okay. And it's a similar way let the ancient Y. Is equal to that. So we get a second square Y. Dy is equal to the let me substitute these values in the equation. So we get integration -80 over T. Which is equal to minus integration. These it over that. So if we saw we get the value minus you know Wolf G. Is equal to minus lobo said plus you see the monster and organization just canceling the negative sign on both side. We get low. Wolf T. Is equal to novel said plus see when there's a new bone strange or integration T. Is equal to we remember that is one minus E. To the coverage and that is equal to low. That is I think that is tangent of life. Soon it will be being gentle. Why? Okay let's see by taking this storm to the left hand side. We get logo one minus E. To the power X minus logo. The gentle play. It's equal to see by by using the formula logo A minus logo B. Is equal to local. A baby indication. We get no one minus E. To the power X. Divided by the in gentle. Why is equal to see applying Okay taking a look to the right inside we get one minus U. To the power example. Indian to why is equal to exponential to the power supply. So from here we get a new constant of integration. We get one minus U. To the power extrovert engine. Why is it well too A is a newborn strand of integration which is the required solution of the aggression. All this clears your out and thank you

Hello. So the question is taken from differential equations and the question is Exponential to the Power Y Plus one. Along with that because of X. D. D. X. Bless. Exponentially why cynics D. Of Y is equal to zero. And we have to solve this equation. Know what we can do taking X function to the left hand side. Taking left hand side. Only a function of X. And uh right inside is only a function of white. So we get mm So I'm doing opposite basically left hand side is a function of Y. And hand side is a function effects. So we get into the power Y plus one who also fix the X. Is equal to minus exponential Y. Sign effects. Dave I Okay. No taking explanation. We are doing the opposite. So they become exponentially Y over exponential Y plus one into dy is equal to mhm minus one. Chicken. Yes satisfied. Oh sexual sin. Access to court. Change in tax in the day of X. So integrating both sides. Mm hmm, Adding and subtracting one. Uh huh. Mhm. No I think they should make it much less negative exponential way or what exponential Y plus month. In order to solve with what we can do the street one plus exponential Y is a quantity. So exponential wife Divine is a call to duty. Okay so we get integration DT minus or over tea. Which is equal to integration of contingent taxes equal to logo Synnex. Just remember this formula integration of cortex is logo Synnex plus sees the constant of integration and left hand side with a minus log T. Is equal to log cynics. Let's see. And it can be regionals- Look T. Will be into the power. Why it last one is equal to look cynics. Let's see we can write in such a way like I will just remember the formula of law. Logo of A plus logo B. Can be reached. Ernest logo using the same formula here we get minus no he to the power why place run plus low wolf sign effects. Yeah is equal to see taking negative sign in the law to the items. I'd get log exponential white last month was threatening. Writing this week plus one into signing a fix is equal to see taking look to the right hand side and with minus and the power white. Mhm. Less one. What happened into cynics is equal to supply which is a new whole strength of integration and felt that so when we get into the power while plus one is equal to keep my mobile sine of X. Which is stuff required. Solution of the equation disclosed. You're doubting


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