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Department
Chemistry
Course
CHEM 2110
Professor
Riceman
Semester
Fall

Description
Math 1400 Exam ReviewTuesday, Nov. 15:30-8:00 p.Ellis Auditorium Bring this sheet to the review session. Doug Clark The Learning Center 100 Student Success Center [email protected] learningcendu-2493souri.8 1. Solve for x. 2x1 a. e6  b. ln   ln 3x 1 0 c.lnxxln 2 ln24  2. Use the properties of logarithms to write the expression as a sum, difference, or multiple of logarithms. 2 3 x x1   ln   2x 3  3. Write the expression as the logarithm of a single quantity 2n ln x1  3l x ln x 1  4. Find dy/dx for the following. 2 2x x1  a. fx x b. fnl    x1  5. Find the equation of the tangent line of the following at the given point. x2l   at (0.5,0) 6. Find all extrema and points of inflection for the following. fx  xln x 7. Determine the amount P that needs to be initially invested at 10% compounded continuously if one wants to achieve a balance of $100,000 after 15 years. 8. In 1970, the population of the United States was 203,300,000, and in 1980 it was 226,500,000. Assuming the population increases at a constant ra
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