5

Lkulww L FALL I0bp 3 "e6 : aueumant Snt , AoliL Rl Cbe ~ ~tl Fex j x IonAsn t J44~ ~ll Ateshed Jrnl % nseue celt Guk auJ E&q 6I auaueL ) ~bsu Tr7ik. Cmpua ...

Question

Lkulww L FALL I0bp 3 "e6 : aueumant Snt , AoliL Rl Cbe ~ ~tl Fex j x IonAsn t J44~ ~ll Ateshed Jrnl % nseue celt Guk auJ E&q 6I auaueL ) ~bsu Tr7ik. Cmpua Enka Stt 12+, &utld an4uu Jin Y4, G) - (o,0) X mx m #0Eim (x4) 5(40) 01 J =*"Em '(Ky) -(0,0)

lkulww L FALL I0bp 3 "e6 : aueumant Snt , AoliL Rl Cbe ~ ~tl Fex j x IonAsn t J44~ ~ll Ateshed Jrnl % nseue celt Guk auJ E&q 6I auaueL ) ~bsu Tr7ik. Cmpua Enka Stt 12+, &utld an4uu Jin Y4, G) - (o,0) X mx m #0 Eim (x4) 5(40) 01 J =*" Em '(Ky) -(0,0)



Answers

The orcs of $A g$ and Cu arc concentrarct using rhcir solubiliry in (a) $\mathbf{K C N}$ (b) $11 \mathrm{NO}_{3}$ (c) $11_{2} \mathrm{SO}_{1}$ (d) $11 C l$

Hey guys lets through problem 11 few datas are given using those. We need to calculate the value of K. M. And he makes the maximum reaction velocity and my government is constant. To solve this problem, we need to construct a line riverbank plot using the following equation. Even here we're one divided by initial velocity is physical, two KM divided by maximum reaction velocity, multiplied by one divided by substrate concentration. Class one divided by the makes acceleration velocity. This is the line river bank lot. We need to use this. We have given values given here. And when we drop the plot we get a linear plot with a slope of KM by remax. Mhm. And we will get an X intercept of one divided by KM with a negative and I intercept of one divided by the max. So after drying the plot, we get this straight line here the we get there X intercept and here we get the y intercept. Mhm. For this plot we get this straight line. Why is it called a 0.2 0.211 x plus 0.8. So we get 0.8 as the y intercept and X intercept. We get is negative for my grandmother inverse slam. Therefore we can count what is K. M. And we mix. But we do this calculation. We will get km is physical to 0.25 micro moller And we may access is a card to 1.25 million Mueller 2nd verse one.

In this problem. We asked our ass to find the center of mass of this two dimensional system with the masses. 2 8 to 1 and four in the positions. Negative three negative. 100 And negative one, too. In order to find the center of mass, we first need to calculate the center mass in the ex direction, which we will do by calculating the moment in the UAE direction divided by the total mass. Once you've done that, we will calculate the, um, center of mass in the wind direction. Just calculate the moment in the ex direction of over the center of mess. Okay, So calculating Expert, um, the moment of wise calculating by multiplying the masses by the X coordinates. So we have eight times negative. Three plus one time, zero plus four times negative. One all over. The total mass, which is given by eight plus one is nine plus four gives us 13 doing some arithmetic. We can find out that eight times negative three is negative. 24 0 minus forgives us negative. 28 over 13. Now, to find the center of mass in the UAE direction, we're going to take the moment of X, which is the masses times there. Why Coordinates? So we're going to have eight times negative. One plus one time, zero plus four times two all over the total mass, which is still 13 here. Only two are particularly. Get negative 80 plus h, which gives us zero over 13 for our center of mass. Explore why BAR is given by the coordinate point. Negative 28 over 13 from a zero.

So from the given sort of ordered pairs. If I have to find slope off the lane, I lurched Lopez m another like that's why to minus Why one divider by extra minus x one. So? So if I select randomly any set off ordered pairs, let me consider Excellent. Come away One s from the sort of ordered pairs I'm selecting zero cover minus 3.1 Onda extra come away toe basically against a lift. Any set off ordered pairs like this and I generated a 0.2. If I read corresponding to it is minus 3.38 Alright, so here if I substitute of at loose it will be minus 3.38 buying this off minus 3.1 Be right away Extra minus X indented zero point to my no zero So on simplifying this one I love minus 3.38 plus 3.1 divided by 0.2 So that comes out away. Ah zero point So it divided by 0.2 So the slope value comes out to be minus one point for if I talk about the y intercept why interceptors? Basically the point of our X equal to zero. So why intercept is a quarto minus 3.1? And if I talk finally about the E question, the question will be returned. Us. Why is it called MX Plus E, where M is the slope and see? Is the y intercept basically? So if I observed this carefully, I can say that away is a photo minus one point for X minus 3.1. So that is a question off the line that I'll have.

Weather today we're going to sketch this vector field f of x y is not put three I minus not point for J. In order to do this, we go no 0.3 in our high direction. And if we, uh, describe I j like this, then we said this is no 0.3 and then we also go down No 0.4. Now, fortunately, one can recognize that no 10.3 squared plus no 0.4 squared is 9.5 squared by FIFA gris. And so the vector is the diagonal. Therefore the vector field. Since it does not vary with X and y, it is just constant. Um everywhere for every point is a vector like this attached. So every point we dio across and down and it has length no point five. So there will be parallel Onda. We can draw them except attached to every single point in our plane. And so if we continue this, we would see our entire effect field. And that's how you draw f of X equals no printer. The I minus not put forward J thank you


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