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Q18.  Solve the problem. Show your work on your own paper.Suppose that $15,000 is invested in a bond fund and the account grows to $18,552.21 in 4 yr. Use the model A = Pert to determine the average rate of return under continuous compounding. Round to the nearest tenth of a percent.

The process in which an RNA polymerase molecule assembles an mRNA molecule whose nucleotide sequence is complementary to the DNA sequence is called

Q2.  Determine if the relation defines y as a one-to-one function of x.

Alternate forms of the same gene are called _____.

The procedure for producing a line of genetically identical cells from a single “altered” cell is called ______.

DC power must be converted into AC power before it can be used to operate electronic devices.

Which characteristic is a key difference between ratio and interval scales?

Q7.  Solve the problem.The population of bacteria culture was at noon, and was increasing at a rate of per hour. The number can be found using the function P(t) = 2,000(1.1)t where t is the number of hours past noon. Predict the population 10 hours later, at to the nearest whole number.

Q11.  Graph of the function below. Answer the following and record your answers to parts a – d on your own paper.     a. Write the domain in interval notation.    b. Write the range in interval notation.    c.  Determine the vertical asymptote.     d.  Write the x-intercept as a coordinate pair.          y = log4(x – 3)

Q13.  Write the domain in interval notation.