Equation

Abstract: Hemoglobin is an iron-containing protein in red blood cells that enable the red blood cell to bind oxygen in the lung and transport the oxygen to tissues and organs throughout the body. Oxygen binds reversibly to these iron atoms and is carried throughout the blood. As part of the experiment, we computed the concentration of hemoglobin and iron in a crystalline blood sample by measuring the absorbance of the sample as methemoglobin and cynamethemoglobin at 450-650nm. Furthermore, the…

quadratic equation should be negative because that’s how angry birds fly. The first four questions were very similar because they gave me the x intercepts. I used the intercept form to solve these four questions because I already had the x intercepts and if I put it into intercept form I would only have to solve for A. Equation 2a can be written as y=-0.16(x)(x-10) and y=-0.16(x-5)2+4. Those two equations are equal because they are just in different form, I just expanded the first equation…

The Noble Gas Equations By: Andy Jiang There is a pattern in the atomic numbers of Noble Gasses. The atomic of Noble Gasses aren't arbitrary or random. They have beautiful equations, which I have derived, that gives the atomic number of a Noble Gas based on what period it is in. Theoretically, my equations can work beyond the 7th period. The fact that there is an underlying pattern among the atomic number of Noble Gasses, something seemingly arbitrary, is a property of our mathematical,…

Based on equation 1.1, 1.2 and the methodology proposed by Baumol, with a certain confidence level c, we can work out the VaR by, rVaR=-W_0 (R^*-μ) Equation 1.3 Rearrange equation 1.3 from the standardized variable we can get rVaR=W_0 ασ Equation 1.3.1 I-2 Research Question The general idea of VaR model can be shown by equation 1.3.1. However, there is an assumption for financial institutions to process…

is normally small in long pipelines. To understand the relationship between Reynold’s number and friction factor, the pipe friction experiment has been done. This experiment was also done to notice differences between results using a variety of equations. Objectives: Analyzing the relationship between Reynolds’ number (Re) and friction factor (λ) is the aim of this experiment. In addition to comparing the…

(Ka) and base (Kb). Equation 1 shows the chemical dissociation equation of a weak acid. Furthermore, Equation 2 describes the equilibrium constant of a weak acid. On the other hand, Equation 3 and Equation 4 illustrate the chemical equation for the dissociation and equilibrium constant of a weak base. HA ↔ H+ + A-…………………………………………………. Equation 1 Ka=[H+][A-]/[HA]……………………………………………… Equation 2 BH+ + OH-↔ B + H2O………………………………………… Equation 3 Kb= [B+][OH-]/[BOH]…………………………………………. Equation 4 The…

The Pk value for this equilibrium system is 6.3. It is evident that the pH is dependent on the concentration of hydrogen carbonate ions (HCO3-) and the concentration of carbon dioxide (CO2) in the air above the pool. equation 7 For optimal buffering capacity the ph of the pool (recommended to be 7.2 – 7.8) should be kept within one pH of the Pk value of the buffering system (calculated to be 6.3) (Smith, 2006). The buffering system recommended pH range would be between…

Read your equation to a partner. T: Erase one of the circles. How many groups now? S: 1. T: Write a multiplication equation to represent your picture. Read your equation to me. T: Call on different students and use Kid Watching tool to document) T: Now I want y’all to write a new equation. Let n equal the number of dots in each group. What is 1 times n dots? S: It’s n because when you multiply by…

everywhere on the coaster is smooth and seamless, without gaps or humps. Therefore, at points where the functions change, we can apply continuity (the coaster rails are smooth) and differentiability (no sharp turns on the rails) to derive the two equations needed to find the value of the constant. To ensure that the roller coaster is continuous at x=5, Ax^2-1085=972x+D Since at x=5, both functions share the same instantaneous velocity, ⅆ/ⅆx [Ax^2-1085]=ⅆ/ⅆx[972x+D] 2Ax=972 10A=972 A=97.2 By…

In addition, the Square Root Property is a method that is used to find the solutions to a quadratic or second degree equation and to do so, you must isolate the term that contains the squared variable, and then take the square root of both sides, and find a solution to the variable. Likewise, the result of this equation informs me that when you are trying to solve for an equation that consists of a variable that is squared, you will end up with two solutions, because that is what the Square…