make-the-given-changes-in-the-indicated-examples-of-this-section-and-then-solve-the-resulting-pr-413

Question

Make the given changes in the indicated examples of this section and then solve the resulting problems.
In Example $1,$ change $n$ from 4 to 2.

Oswaldo Jiménez · Accepted Answer

Let&#x27;s approximate value of the interval from 1-3 of one of our X by the Trump side the rule with to serve intervals so that&#x27;s in this case is uh modification of the example, one of the textbook and in that example the numbers of intervals used was for in this modification we&#x27;re gonna use to serve interests but danger is the same. So let&#x27;s find first the function of of x equal one over X and it is defined Only close interval 1, 3. Their definition is well defined and continues because Zira is not in this interview. Okay, so let&#x27;s calculate now the step size age, which is the common distance between any two consecutive notes. And it&#x27;s defined as the length of the interval of integration 3 -1 over the numbers of intervals considered to in this case And that is to over to equal one. So the step size ages one. And with this we can now determined we charge the notes we got to be using. So the first note zero is one, There is a second note X one which is two And the last note next to is three. So as we can see, we have divided into a one, three into two&#x27;s of intervals of equal length one and that is determined by three notes 12 and three. And with that we can write the approximation to the integral Between one and 3 of the Function one over X. Let&#x27;s call that approximation to to which is a trap side the rule with the use of intervals, you know, that&#x27;s defined as h have times the image of the first note. If not plus the double of the some of the images of the internal notes. There is only one internal node in this case is X one so we get to f at X one Plus the image of the last note X two Then this is equal to 1/2 times Because H is one the image of X notice one plus two f x one which is two plus F at three which is the last node, This is 1/2 times and the image of any value is super cold. So this is 1/1 which is one plus two times The images of two is 1/2 Plus the image of 3: 1/3. Yeah and we calculate this, This is 1/2 times one plus two times one half is one plus one third And there is 1/2 times two plus one third and that is one half times uh six plus 17 3rd and this is finally seven, six or 7/6 which is numerically or tests in decimal notation. I&#x27;m going to want to experience that is The interval from 1 to 3 of one over X. Okay, be there is opportunity equal to 7/6 which is equal To 1.16 period and then this is the approximation to the interval found using the trap side the rule with to serve intervals this is less accurate, certain, certainly That the approximation using four or more so of intelligence, so this is the final answer.

Kerry Thornton-Genova · Answer

we are solving for n. Let&#x27;s begin by subtracting three m from both sides. Three Him minus three m is zero. Thus, we have a minus 3 a.m. on the left equals negative two times Ben on the right, nor to get rid of the negative to we must divide both sides by negative to negative to buy by Negative two is one and one times end is just n Thus we end up with a minus three m divided by a negative two equals and

Kerry Thornton-Genova · Answer

we&#x27;re solving for l. We want to get rid of this and over two on the right hand side to do this multiplied by the reciprocal which is the fraction flipped in other words, to over in what we will do. The one side we must do to the other to divide by two is one. An end of Ibn is one. Thus, we have to Times s over end equals a plus l Our next step is to subtract a from both sides a minus a zero and thus we&#x27;ve isolated l on this side. Thus our answer is to times s divide by n minus a.

Kerry Thornton-Genova · Answer

we&#x27;re solving for the begin by subtracting a from both sides. Amen. I say zero on this side. We now have l minus a equals the quantity and minus one times D you wanna get D alone? Divide by the quantity and minus one. But you do know one side you must do to the next. We also have end minus one as the denominated over here and minus one and minus one is one and one times D is de. We&#x27;ve isolated D on this side on this side. We&#x27;ve hell minus a in our numerator and then end minus one in our denominator.

Angela Guo · Answer

We want to solve this equation here. We&#x27;re going to do that by performing distribution on the left side and also the right side. He&#x27;s losing the left hand side first. Well, we distribute before we&#x27;re going to get a N plus four and they will distribute the right side that is going to be 18 on plus nine plus one. So let&#x27;s combine the line of the one on the right hand side first. That&#x27;s going to give us 18 end. What&#x27;s that? And the left side is eight on plus four. So now we&#x27;re going to move all the terms went on to one side on all the terms without end to the other side. We&#x27;re going to do that by subtracting aid on attracting a ton. So this council&#x27;s out and now you&#x27;re going to minus 10 here and minus 10 here, so this gets canceled out. So now the left hand side is four minus 10 which is negative six and the right hand side is 18 and minus eight on which is 10 end. The last thing we&#x27;re gonna do is the Bible sides by 10 isolator atten. So you&#x27;re going to end up. But on is evil Thio. They get a six over 10 and we can simplify that too negative three oversize

Mrinal Rana · Answer

using multiplication property. I can multiply two on both sides. On dawn, the left hand side used Just cancel out. So I just happened then on over here, two times two. So this gives me 3/2 for end.

Problem

Make the given changes in the indicated examples …

Problem 1 Easy Difficulty

Make the given changes in the indicated examples of this section and then solve the resulting problems.
In Example $1,$ change $n$ from 4 to 2.

Answer

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Basic Technical Mathematics with Calculus