Yield curve

LINE CLIPPING ALGORITHMS Line clipping is the process of removing lines/portions of lines that are outside of an area of interest. There are two main algorithms of line clipping namely: 1) Copen- Sutherland 2) Liang Barsky Copen – Sutherland This algorithm is used to detect and dispense with two trivial cases and in order to clip a line we are required to consider only the end points. When the endpoints of a specific line lie inside the window then it can be said to be trivially accepted and clipping

The author Linda Pastan, imagines a parent running breathlessly to regain her strength from the ending connection she once shared with her daughter in her poem, “To a Daughter Leaving Home.” It’s a mother’s biggest fear when it comes to their child or children leaving home while going their own ways when the time is right. This poem is based on childhood, fatherhood, and even motherhood. Linda Pastan made this poem include various forms of figurative language to hide the literal message that it's

1. Briefly describe what you planned to do and explain if you changed anything along the way (flexibility is key!!) What I planned to do was to explain to the students that points, lines, line segments, rays, and planes are everywhere. They are the building blocks of geometry. Then, I went through my PowerPoint and explained what each of the figures are. I explained that a point has no dimensions and is a location on a plane. It is also represented by a dot. I went on and did the same thing for a

Where does one see the most real physical you? The best example I could find is a mirror, and your reflection. The reflection in a mirror changes the instant life does, it blinks so fast that you can’t catch it, it stares only when you look at it, and turns its back on you the moment you do. The mirror only holds life when someone stands before it, without oneself it serves no purpose, its one and only purpose was to tell you, through reflection, what you look like. Without having the little lies

In this experiment the concentrations of MIBK, ethanol and water in the Feed, Extract and Raffinate streams were determined at Steady-State, which would then be used with the equilibrium data provided to calculate the theoretical number of stages required for separation. Once Steady-State was achieved, the components water, ethanol and MIBK reached consistent mole percent (mol%) values of 85.48 %, 13.15 % and 1.37 % respectively for the Extract Stream. Conversely, the Raffinate Stream was had water

The objective of the experiment was to synthesize a sample of cyclohexene by using an E1 reaction, which involved cyclohexanol. Procedure Part A- Preparation of Cyclohexene • Prior to beginning the procedure, a distillation setup was constructed in order to prepare for a later step in the procedure; a diagram of the construction was included in Figure 1.A. In a clean 50-mL Erlenmeyer flask, 5 mL of water were placed, and, with extreme caution, 4.0 mL (8.0 g, 0.08 mol) of concentrated sulfuric acid

and a polymer-supported reaction. II. Reaction Equations and Mechanisms III. Calculations Part 1 Theoretical Yield 1) (1.62 g ethyl vanillin x 154.16 g ethyl vanillyl alcohol) / (166.18 g ethyl vanillin) = 1.503 g ethyl vanillyl alcohol 2) (0.3 g NaBH4 x 154.16 g ethyl vanillyl alcohol) / (37.83 g NaBH4) = 1.223 g ethyl vanillyl alcohol Percent Yield = (1.03 g / 1.223 g) x 100 = 84.2% Melting Point Range ( ̊C): 83.9, 84.4, 85.0 Melting Point Average ( ̊C): 84.43 Rf

In this experiment, a Fischer Esterification reaction was performed with two unknown compounds. The unknown compounds, Acid 2 and Alcohol D, were identified by using the knowledge of the reaction that took place, and the identity of the product that was synthesized. The identification of the product resulted from analysis of IR and NMR spectra. For this experiment, Alcohol D and Acid 2 reacted in the presence of concentrated sulfuric acid, resulting in a colorless solution with brown layer on top

(a) What is the annual coupon payment of a bond that trades at par and has the yield to maturity equal to the interest rate, 4%? The bond has a face value of $1,000 and pays annual coupons. (b) What is the price of an annual coupon bond with a face value of $1,000, a coupon rate of 10%, and 30 years to maturity? 1 4. Suppose

found in figure 1.0 was 0.0978mg/mL. Presumably, the mass (in mg) of pure ASA based on the two consecutive dilutions was approximately 97.8 mg this value is unsuccessfully proven to match the associated theoretical value due to the overall percent yield, which will be discussed further. Also, according to the same calculations made in calculation #1, the calculated mass for Bayer Aspirin was inaccurate as the calculated value was less than what was said by the company. In other words, the Bayer Aspirin