Calculate the generation time given the following population data: Ro= 0.601, r = -0.05, Exlxmx = 6.4, mx = 0.96 A. -128 B. 0.15 C. 1.60 D. 6.67 E. 10.6
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- a. For an exponentially growing population, calculate μmax (units?) based on the data belowb. Calculate the specific growth rate (μ) of the population above growing at a substrate concentration of 25 mg/L according to Monod kinetics with a ks of 50 mg/L.c. Consider two genetically engineered organisms intended for use in the cleanup of hydrocarbon spills into the ocean. Bacterium alpha has a μmax of 1 d-1 and a ks of 0.1 mg/L. Bacterium beta has a μmax of 5 d-1 and a ks of 5 mg/L. If the hydrocarbon concentration is initially 1000 mg/L and the desired objective is to reduce concentrations below 0.1 mg/L what order of addition of the bacterial species is desired?With reference to this data what is the number of samples (n)?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
- Balance the equation below. If a stoichiometric coefficient is equal to one, you must enter the number 1 into the appropriate answer box. K2O(s) + P4O10(s) → K3PO4(s)How many lactate dehydrogenase alleles are there in this insect population? A. 1 B. 2 C. 3 D. 4 E. 5 Following up on Question 1, is this insect population in Hardy-Weinberg equilibrium? A. Yes B. No C. No way to tellWhy is there no peak in the region between 2300-2310 cm-1?
- If d3= at the 99% confidence level what would be the critical valueI’m not quite understanding this question can you explain which best describes bottleneck?In pine tree it was found three genotypes (R2R2, R2R3, R3R3) at a locus encoding the enzyme peroxidase. The observed numbers of trees of these genotypes were genotypes number observed R2R2 135 R2R3 44 R3R3 11 Are the pine trees population in Hardy-weinberg equillibrium at the peroxidase locus? use chi square test
- What is the answer? The options are highest emissions, lowest emissions, neither.Which of the following organisms will have the most generations after 4 hrs, if their generation times are the following? How many generations will arise for the organism that gave the most generations? Organism A = 15 mins Organism B = 0.25 hr Organism C = 0.15 hr Organism D = 40 minsGive the equation that describes exponential growth and explainwhat the terms in the equation mean.
