For the number 7.31000 Convert the number to Scientific Notation. If you add1 to the last position of your number, what is the number in Scientific Notation? The number in Scientific Notation: x 10A
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- Complete the math using significant figures (line up the decimal, do the math, throw out any decimal place not in common with all numbers, round up if 5 or greater). Your calculator can't round off correctly. (100.6 mm) 0.55555 mm + 100.0 mm =* You can keep extra decimal places through most of this problem, but round your final estimate to one decimal place* You wish to quantify your favourite compound in an experimental solution using spectrophotometry. First, you use standard solutions of your favourite compound to collect the following standard curve data. Calculate the slope of the line of best fit. Standard curve data Conc (mM) 0.300 0.600 0.900 1.200 1.500 Abs 0.150 0.300 0.450 0.600 0.750 Next, you prepare an experimental sample by mixing 0.50 mL of the compound solution with 9.50 mL of distilled water, and you read an absorbance of 0.625 for this sample. Calculate the concentration (mM) of the original solution of compound. Round this answer to one decimal place.Match the following formulas with their correct descriptions form the drop down menu provided. Formulas 1. D subscript p equals N over A 2. D subscript p equals N over V 3. increment N equals open parentheses N plus I close parentheses minus open parentheses M plus E close parentheses 4. g r equals fraction numerator increment N over denominator increment t end fraction 5. c g r equals fraction numerator increment N over denominator N end fraction Descriptions: Used to calculate the rate of change in the population in relation to its initial population number Answer Used to calculate the change in population size Answer Used to calculate the number of individuals occupying a volume of air or water Answer Used to calculate the change in the number of individuals in a given population over a period of time. Answer Use to calculate the number of individuals occupying a land area Answer
- Solve each equation by factoring or by using the quadratic formula. If the solutions involve square roots, give both the exact solutions and the approximate solutions to three decimal places.: m(m - 7) = -10could you please write the equation on paper with pen? I cannot understand the equation clearly.What if all the data above was the same EXCEPT with the change of G & X? Their new data is below. Would base X still be T? G & X [G] = 0.0447315M [X] = 0.0447315M [GX] = 0.0026845M 1.3416
- Perform the calculations and determine the absolute and percent relative uncertainty. Express each answer with the correct number of significant figures. To avoid rounding errors, do not round your answers until the very end of your calculations. 7.8 (±0.3) – 2.03 (±0.02) = absolute uncertainty: percent relative uncertainty: 8.24 (+0.04) × 0.012 (+0.001) = absolute uncertainty: percent relative uncertainty: G Search or type URL % & ) 6 8 9 P R F H K MPls help me with the given question and explain your correct answer, thank you A group of absent-minded scientists has two numbers (25.4 and 2.54) written on a scrap of paper. One scientists says: “I remember that one of these values was the standard deviation and the other the standard error of the mean, but I can’t remember which is which”. a)Which number is the standard deviation, and which is the standard error of the mean? b)What was the sample size? SE= s/√(2√n)Use 25ul for calculations.
- 3.4 L= ? (Idk the actual subject but this is for my biology class)+ Young Saguaro Cacti Under another plant NOT under another plant Total Expected Percentage 35% 65% 100% Expected Number X^2= 11.44 Degree of freedom: 1 p value: <.019 85.75 159.25 245 Observed Number 111 134 245 (245) (35) = 85.75 245-85.75= 159.25 X^2 for associated = ((111-85.75) ^2)/85.75 = 7.44 X^2 for not associated = ((134-159.25) ^2)134 = 4.00 Ex^2 = 7.44 +4.00 11.44 (OBS-Exp) 2/EXP 7.44 4.00 Σ=11.44How many moles of EDTA (C10H16N2O3) do you have in 785µl of a 74MM EDTA solution (Mr(C10H16N203) = 292.24)? Consider all digits of your Givens significant. Round results to the appropriate number of Significant Digits. The number of moles is mmol.
