Crime Scene Oral Presentation Essays - , Term Papers

Crime Scene Oral Presentation Crime Scene Oral Presentation This project was done to simulate a crime that has been committed. The victim in this project has been stabbed in the right side of his body. He was found at his home in Barefoot Bay FL. in the shed outside of his home. After checking the surrounding area for evidence, there was an open bottle of prescribed pills on the floor of the passenger seat of his car. Also found in the car were three pills located on the passenger seat of the car. . There was a knife found on his work been lying in order with his tools. After pictures were taken of the area in which the victim was found, investigators found a napkin in which they come to believe had blood on it. Found on the corner of W Sabal Palm Ln. and N. Barefoot Cir. were tire tracks leaving the street going right onto N. Barefoot Ln. Photos of the track reveal that there is more than on set of tracks turning the corner where the victims house is located. No witnesses were present to detect of any suspicious people were in the area when the victim was stabbed. The victim was identified as Mr. John Hackman. No further evidence has shown a struggle by the victim or any possible signs of a suicide attempt by the evidence left around the victim and surrounding area. Sports and Games

How (and When) to Complete the Square 5 Simple Steps

How (and When) to Complete the Square 5 Simple Steps SAT / ACT Prep Online Guides and Tips It’s pretty much a guarantee that you’ll see quadratic equations on the SAT and ACT. But they can be tricky to tackle, especially since there are multiple methods you can use to solve them. In this article, we’re going to walk through using one specific method- completing the square- to solve a quadratic equation. In fact, we’ll give you step-by-step instructions for how to complete the square using the completing the square formula. By the end, you should have a better understanding of how and when to use this mathematical strategy! Ready to learn more? Then let’s jump in! Engineers use quadratic equations to design roller coasters! What Is a Quadratic Equation? In order to understand how to complete the square, you first have to know how to identify a quadratic equation. That’s because completing the square only applies to quadratic equations! In math, a quadratic equation is any equation that has the following formula: $ax^2 + bx + c = 0$ In this equation, $x$ represents an unknown number and $a$ cannot be 0. (If $a$ is 0, then the equation is linear, not quadratic!) Quadratic equations have all sorts of real-world applications becausethey're used to calculate parabolas, or arcs. Construction projects like bridges use the quadratic equation to calculate the arc of the structure, and even roller coasters use quadratics to design adrenaline-pumping tracks. Quadratics even fuel popular video games like Angry Birds, where the arc of each bird is calculated using the quadratic formula! So now that you know why quadratic equations are important, let’s look at one of the most common methods of solving them: completing the square. What Is Completing The Square and When Do You Use It? There are actually four ways to solve a quadratic equation: taking the square root, factoring, completing the square, and the quadratic formula. Unfortunately, taking the square root and factoring only work in certain situations. For example, let’s look at the following quadratic equation: $x^2 + 6x = -2$ Solving a quadratic equation by taking the square root involves taking the square root of each side of the equation. Because this equation contains a non-squared $\bi x$ (in $\bo6\bi x$), that technique won’t work. Factoring, on the other hand, involves breaking the quadratic equation into two linear equations that are both equal to zero. Unfortunately, trying to factor this equation doesn’t result in two linear equations! Both the quadratic formula and completing the square will let you solve any quadratic equation. (In this post, we’re specifically focusing on completing the square.) When you complete the square, you change the equation so that the left side of the equation is a perfect square trinomial. That’s just a fancy way of saying that completing the square is a technique that transforms your quadratic equation from an equation that can’t be factored into one that can. Completing the square applies to even the trickiest quadratic equations, which you’ll see as we work through the example below. Your Step-By-Step Guide for How to Complete the Square Now that we’ve determined that our formula can only be solved by completing the square, let’s look at our example formula again: $x^2 + 6x = -2$ Step 1: Figure Out What’s Missing When you look at the equation above, you can see that it doesn’t quite fit the quadratic equation format ($ax^2 + bx + c = 0$). The number that should go in the $c$ spot, which is also known as the constant, is missing. So from a logical perspective, the equation actually looks like this: $x^2 + 6x +$ __?__ $= -2$ In order to solve this equation, we first need to figure out what number goes into the blank to make the left side of the equation a perfect square. (This missing number is called the constant.) By doing that, we’ll be able to factor the equation like normal. Step 2: Use the Completing the Square Formula But at this point, we have no idea what number needs to go in that blank. In order to figure that out, we need to apply the completing the square formula, which is: $x^2 + 2ax + a^2$ In this case, the $a$ in this equation is the constant, or the number that needs to go in the blank in our quadratic formula above. Step 3: Apply the Completing the Square Formula to Find the Constant As long as the coefficient, or number, in front of the $\bi x^\bo2$ is 1, you can quickly and easily use the completing the square formula to solve for $\bi a$. To do this, you take the middle number, also known as the linear coefficient, and set it equal to $2ax$. Here’s what that would look like for our sample formula: $6x = 2ax$ This equation is basically asking what number (this is $\bi a$) multiplied by 2 will give us 6. Now that you know your equation, solving for $a$ is simple: divide each side of the equation by $2x$! So let’s see what that looks like: $$6x = 2ax$$ Divide each side by $\bo2x$: $${6x}/{2x} = {2ax}/{2x}$$ Result: $3 = a$ Look at that! We now know that $\bi a =\bo3$! But we’re not quite done with the completing the square formula yet. In order to determine what the missing constant is, we need to plug our solution for $a$ back into the completing the square formula ($x^2 + 2ax + a^2$). Whatever the result is for $\bi a^\bo2$ is the constant that we’ll plug back into our first equation ($x^2+ 6x +$ __?__ $= -2$). So let’s take a look: $x^2+ 2ax + a^2$ where $a = 3$ Add $\bi a$ into the equation: $x^2 + 2(3)x + 3^2$ Put in simplest terms: $x^2 + 6x + 9$ So now we know that our constant is 9. Now it's time to plug in some numbers! Step 4: Plug the Constant Into the Original Formula Now that you know the constant, it’s time to put it into the blank in our original formula. Once you do that, the equation will look like this: Original formula: $x^2 + 6x +$ __?__ $= -2$ Formula with constant:$x^2 + 6x + 9 = -2 + 9$ Put in simplest terms: $x^2+ 6x + 9 = 7$ You might be wondering why we’re adding 9 to the right side of the equation. Well, remember: in math, you can never do something to one side of an equation without doing it to the other side, too. So because we’re adding 9 to our equation to make it a perfect square, we also have to add 9 to the right side of the equation to keep things balanced. If you forget to add the new constant to the right side of the equation, you won’t get the right answer! Step 5: Factor the Equation We’ve already done a lot of work, and there’s still a little more to go. Now it’s time for us to solve the quadratic equation by figuring out what x could be. But now that we’ve turned the left side of our equation into a perfect square, all we have to do is factor like normal. Completed quadratic formula: $x^2 + 6x + 9 = 7$ Factor left side of the equation: $(x + 3)^2 = 7$ Take the square root: $√{(x + 3)^2}= √7$ Subtract 3: $x =  ±Ã¢Ë†Å¡7 - 3$ Final solutions: $x =√{7} - 3$ and $x =√{-7} - 3$ What If There’s a Coefficient in Front of $x^2$? The step-by-step guide we gave you above only works if there’s no coefficient, or number, in front of $x^2$. If there is a coefficient, you have to eliminate it. Once you do that, you can solve the quadratic equation through the method we outlined above. So how do you remove the coefficient? Actually, it’s not as hard as it sounds. To show you how, let’s look at a new quadratic equation: $2x^2- 12x = -8$ How to Factor Out the 2 n order to remove the 2, you’ll need to divide both sides of the equation by 2. It’s really that simple! So let’s take a look at how that works: Original formula: $2x^2- 12x = -8$Divide everything by 2: $x^2- 6x = -4$ By doing this, you’ve made the coefficient in front of the $x^2$ into 1, so now you can solve the equation by completing the square like we did above. Additional Completing the Square Resources We know that completing the square can be tricky, which is why we’ve compiled a list of resources to help you if you’re still having trouble with how to complete the square. More Sample Problems As you already know, practice makes perfect. That’s why it’s important to work as many quadratic equations as you need to in order to feel comfortable solving these types of problems. Luckily for you, completing the square can be used to solve any quadratic equation, so as long as the practice questions are quadratics, you can use them! One great resource for this is Lamar University’s quadratic equation page, which has a variety of sample problems as well as answers. Another good resource for quadratic equation practice is Math Is Fun’s webpage. If you scroll to the bottom, they have quadratic equation practice questions broken up into categories by difficulty. Completing the Square Tutorial Videos If you’re a visual learner, you might find it easier to watch someone solve quadratic equations instead. Khan Academy has an excellent video series on solving quadratic equations, including one video dedicated to showing you how to complete the square. YouTube also has some great resources, including this video on completing the square and this video that shows you how to tackle more advanced quadratic equations. Completing the Square Calculator If you want to check your work, there are some completing the square calculators available online. It can be a good way to make sure you’re working problems correctly if you don’t have an answer guide. But be forewarned: relying on a tool like this won’t help you retain the information! Make sure you’re putting in the hard work to learn how to complete the square so you aren’t blindsided by these types of questions on test day. Now What? Working with quadratic equations is just one element of algebra you’ll need to master before taking the SAT and ACT. A good place to start is mastering systems of equations, which will help you brush up on your fundamental algebra skills, too. One of the most helpful math study tools is a chart of useful mathematical equations. Luckily for you, we have a master list of the 31 formulas you must know to conquer the ACT. If you think you need a more comprehensive study tool, test prep books are one way to go. Here’s a list of our favorite SAT Math prep books that will help set you on the path to success.

Introduction to Business Law Essay Example | Topics and Well Written Essays - 2000 words - 1

Introduction to Business Law - Essay Example The notices were so located that they were not visible at the time of entering the contract. In addition, the Unfair Contract Terms Act 1977 specifies that no contractual exclusion term can exclude or limit liability, if there had been negligence that had resulted in injury, death, or other loss or damage, where the term of the notice is unreasonable3. The validity of an exclusion clause is to be verified, by invoking the provisions of the Unfair Contracts Terms Act (UCTA) 19774 and the Unfair Terms in Consumer Contracts Regulations (UTCCR) 19995. In Curtis, the court held that the defendant company was unable to evade liability, on the basis of an exclusion clause; as it had been distorted by its sales personnel6. In Thornton v Shoe Lane Parking, the court ruled that the defendant was liable for the injury, because the contract had been concluded at the time of purchasing the ticket at the ticket dispensing machine7. An exclusion clause averts liability, only if it is a part of the contract. Moreover, in the absence of adequate notice, an exclusion clause is ineffective. This is axiomatic in contract law. In L’Estrange the exclusion clause being printed in a manner that was difficult to read, was held to be inapplicable by the court8. Therefore, the Uxbridge Hotel’s contention, relying on the exclusion clause, is not tenable. Therefore, the Uxbridge Mill House Hotel management cannot rely on exclusion clauses for evading liability, in respect of Angelina’s stolen jewellery. A proper notice had not been displayed and the notice had not been included in the contractual terms. The notices were so located that they were not visible at the time of entering the contract. In addition, the Unfair Contract Terms Act 1977 specifies that no contractual exclusion term can exclude or limit liability, if there had been negligence that had resulted in injury, death, or other loss

Social Security and Other Government Benefits Term Paper

Social Security and Other Government Benefits - Term Paper Example The generations to come also runs the risk of missing out on the opportunities of receiving government aids and benefits in the form of social security and Medicare as they turn older. This fact makes it even more important for the government to fix its spending issues and figure out a way for future generations to have the same benefits as those before them did. The hypothesis is that the fiscal policy reform in the US is possible so as to keep social benefit level unaltered and move towards recovery of the federal budget deficit. The contents of this paper evaluates the validity of this hypothesis and establishes the possible alternative that might be followed for a more comprehensive reform in the US economy while accommodating policy changes for amending the gigantic federal debt. Study methodology The study has been conducted by making secondary research on the topic. Studies have been made on resources available from print and online media, such as newspapers, books, journals a nd online articles. Qualitative method of data analysis has been followed to reach the conclusion. Finally, strict adherence to personal timeline has helped in completing the research successfully. Narrative The new budget plan made by the Obama government has announced to make a change â€Å"in the way in which the annual cost of living adjustments for Social Security and other federal programs are calculated† (CNN, 2013). This shift from the current inflation measure to the chained CPI process is expected to reduce the debt of the Federal Government by US $230 billion. However, this policy also implies that the increment in the Social Security payments made to the senior citizens every year would be lesser than before. However, there are funds allocated for programs meant for benefitting the section of population that are in poverty or very close to it. Some of such programmes are the Supplemental Security Income. These programmes are exempted from the change in COLA calcul ations using chained CPI (CNN, 2013). In the initial years, the growth in Social Security benefit checks would be reduced by only a small amount. For an average retired worker the Social Security benefit in the first year would range between $38 and $45 (CNN, 2013). This range would however increase over time, and would amount to many hundred dollars. The debate on social security Social Security in the USA is funded from the revenue generated from the Federal Insurance Contributions Act tax (FICA), which is a kind of payroll tax (Whittington & Delaney, 2008). Both employees and employers make contributions for the FICA. Workers covered under this regulation receive retirement benefits along with Medicare facilities (disability benefits for people aged below 65 years as well as selected health benefits and disability benefits for people above 65 years of age) (SSA, 2013a). In case of demise of any worker covered under this scheme, the spouse of that person and children are eligible to obtain survivors' benefits. However, the payments made on the social security accounts are not directly invested on the tax payers. The total receipts are used for making payments for the total number of

Analysis of Oliver Twist by Charles Dickens

Analysis of Oliver Twist by Charles Dickens   After reading a part of Oliver Twist and after watch the short documentary on Charles  Dickens, it is easy to say that he can be identified as a realist writer. A realist writer is defined as  a writer that writes about things are can happen in the real world. The initial twenty pages of  Oliver Twist has numerous realist traits in it. In the principal couple of sentences of the novel, the  storyteller discusses how Oliver Twist was conceived and how his mom passed away due to  complications during birth. The narrator says when discussing Oliver Twists birth, For a long  time after he was ushered into this world of sorrow and trouble, by the parish surgeon, it  remained a matter of considerable doubt whether the child would survive to bear any name at all;  in which case it is somewhat more than probable that these memoirs would never have appeared,  or, if they had, being comprised withinà ¢Ã¢â€š ¬Ã‚ ¦ biography extant in the literature of any age or country ( 3). Dickens having the storyteller discuss how nobody knew whether Oliver Twist  would survive indicates Dickens is a realist. Likewise, another piece of the initial twenty pages  where Dickens demonstrates he is a realist writer is toward the finish of the chapter where  Dickens implies about Olivers future. The narrator says, But now he was enveloped in the old  calico robes, that had grown yellow in the same service; he was badged and ticketed, and fell  into his place at once a parish child the orphan of a work house the humble, half-starved  drudge to be cuffed and buffeted through the world, despised by all, and pitied by none (5).   Here, the reader can assume that he will be a parish child as the quote provides. From our  studies of naturalism junior year, or an extraordinary type of authenticity, a man has a  foreordained destiny, which Oliver is given when his mom passes on toward the start of the  novel and he is left as vagrant as an orphan. Subsequent to perusing a piece of Oliver Twist and in the wake of watching the short narrative on Charles Dickens, it is anything but difficult to state that he can be distinguished as a realist essayist. A realist essayist is characterized as an author that expounds on things are can occur in this present reality. The underlying twenty pages of Oliver Twist have various realist attributes in it. In the primary couple of sentences of the novel, the storyteller examines how Oliver Twist was considered and how his mother passed away because of confusions amid birth. The storyteller says while talking about Oliver Twists introduction to the world, For a long time after he was ushered into this world of sorrow and trouble, by the parish surgeon, it remained a matter of considerable doubt whether the child would survive to bear any name at all; in which case it is somewhat more than probable that these memoirs would never have appeared, or, if they had, being comprised withinà ¢Ã¢â€š ¬Ã‚ ¦ biography extant in the literature of any age or country (3). Dickens having the storyteller talk about how no one knew whether Oliver Twist would survive shows Dickens is a realist. Similarly, another bit of the underlying twenty pages where Dickens exhibits he is a realist essayist is toward the complete of the part where Dickens suggests about Olivers future. The storyteller says, But now he was enveloped in the old calico robes, that had grown yellow in the same service; he was badged and ticketed, and fell into his place at once a parish child the orphan of a work house the humble, half-starved drudge to be cuffed and buffeted through the world, despised by all, and pitied by none (5). Here, after perusing the text one can expect that he will be a parish child as the quote gives. From our investigations of naturalism a year ago, or an unprecedented kind of realness, a man has a fated predetermination, which Oliver is given when his mother passes on toward the begin of th e novel and he is left as vagrant as a vagrant.

Computerised Accounting System Essay

At very outset I sincerely thankful to you for promoting me in the cadre of A. O. ( Mkt) & would like to draw your kind attention to my various earlier requests for restoration of my three increments as per the order dated 25th January 2005, passed by then CMD (copy enclosed ) by modifying the earlier order the following. 1 Restoring the basic pay to the same level as the order was to be without cumulative effect; as has been very categorically specified in the order. However, notwithstanding the above, the first part of the enclosed order was implemented long back in the year 2005, but even after so many years the 2nd part of the order is not implemented by your office till today & my basic salary has not so far been restored. It is respectfully submitted that non restoration of my basic pay as mandated by the order under reference would be in derogation of the order passed by the erstwhile CMD. my salary in the promoted cadre cannot be fixed unless my 3 increments are restored &only after restoration of these 3 increments my salary can be fixed In promoted (A. O. ) cadre . I therefore request your kind self to immediate restore my three increments ( by which my basic pay has been already been reduced )w. e. f. year 2005. & so that there is no delay in fixing my salary in promoted cadre. I shall be extremely grateful to you for the act of kindness.

Field Observation of Middle School

Field observations of Middle School The favoritism, all once we have heard about the favoritism, but what exactly is? favoritism is defined as the inclination to favor more to some people than to others without assessing their merit or what is right. This is one of the most controversial topics in the institutes, elementary schools, universities, jobs even in the same family.There are several reasons why the favoritism is given, one is for the money, almost always see them as people with a good economic status can do what they want, from government up to schools, another reason may be the physical, that almost always occurs in women, among other things. In any of these cases can be harmful both to which is favored for which it is not, since helping one person, we do that does not strive for what they want and create for all are perfect, otherwise, low self esteem and it is to convince the person that it is useless.In the case of the school, I think we have all noticed or suspected th at there is some kind of favoritism of some teachers towards students, Millers teacher aren’t the exception in this case; never criticizing them, say that everything they do is good, or simply do nothing and still passed with very good rating.In these cases the damage affects the student who is favored since their performance is not brought to a limit or a high level of effort to gather the requirements of pass in already is a matter or more. Leading the favored student to create an atmosphere of comfort to her around and so accustomed to not avail themselves of their merits to get something in daily life. On the contrary, the student who is not favored, as I mentioned before, tends to have low self-esteem and even strives to be better.In my fifth time tutoring at Miller, I notice a little unusual, that many teachers probably doesn’t pay attention or they do it without realizing they are doing it, which was having one of the girls as her favorite student, she was pay m ore attention to this student, she was trying to talk to her more softly, and this student was as we can call it the right hand of the teacher. I am not opposed students being more helpful, but the problem is when students are being more control and yelled at any situation.The favoritism is evident in this situation. Today there was another incident at school, when we arrived at Miller, there was a teacher with male student, the teacher was furious and was demanding to call the police, and we were there for part of this whole situation waiting our turn to sing in. The teacher was screaming and angry at this student because the teacher forgot her bag in the classroom.When she returned to her classroom, she said there was missing her credit card, driver license, and social secure number card, I know some of these documents are very important for any individual, but when the teacher returned to class there was only a single students in classroom, and because he is male and most likely easy to get in trouble was blame for this indecent. I am not saying that this student was innocent, why blame only the last male student that was in class? Why not the whole classroom?Is it because maybe the teacher thinks that a girl student was incapable of stealing those important documents from her teacher; or is it easier to presume that it was a male student who stole those documents from her. I left the office before the whole indecent was fixed, I am not even shore if the teacher brought all of those documents she was saying was stolen from her gab, because when an instructor has to teach more than 30 students a day plus they have to do parenting at home as well, the responsibility becomes greater because of these a person do make mistakes as well, like forgetting those documents at home.