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nicholas lambert

nicholas l.

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Assume that your child has just turned 5 years old and you are starting to prepare for her college education. You assume that she will start college on her 18^(th ) birthday (in 13 years). that she will graduate on her 22^(nd ) birthday (in 17 years), and that tultion costs for her four years of college (to be paid on her 18^(th ),19^(th ),20^(th ), and 21^(st ) birthdays) will be as listed in the table below. You would like to make monthly deposits into an account over the next 17 years, where the first deposit occurs today (her 5^(th ) birthday) and the last deposit will be made one month before her 22^(nd ) birthday (this is a total of 204 payments). You wish to accomplish two things: (1) to be able to pay her tuition each year, and (2) to be able to give her $25,000 in cash on her 22^(nd ) birthday as a graduation present. Assume that your deposits can earn an annual nominal rate of return of 9 percent, but where interest is compounded monthly. Given this information, determine the amount of the monthly deposit that will be needed to meet your goals. \table[[Year,Tution],[18,$18,000

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Let s(t) give the height (in feet) of a rocket above ground in terms of the number of seconds t since it was launched. (a) What does the expression s(5) = 1600 represent in the context of this problem?

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Which joint is an example of a cartilaginous joint? ? pubic symphysis ? sacroiliac ? intercarpal ? radioulnar

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What do strategies of modern American parenting attempt to accomplish?

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a of the given triangle. answer to the nearest tenth. Do not round any intermediate computations.

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A person sets off on a random walk with three possible locations: location 1, location 2, and location 3. The Markov matrix of probabilities A = [aij] is given by: 0.6 0.4 0.1 0.2 0.4 0.3 0.2 0.2 0.6 If the walker starts in location 2, what is the probability of ending back in location 2 at time n = 3 (after three walks)?

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Assume the circles in the figures are cylinders (they are stable) and the surfaces are smooth. Determine and show the magnitude and direction of the forces exerted by every point of contact. (Q=100 lb) FBD $F_A = 100 \cdot sin60^\circ = 86.6 lb$ $F_B = 100 \cdot sin30^\circ = 50 lb$ FIG. B $\sqrt{F_Q} = 100 lb$ 6$^\circ$ 250# P R 9$^\circ$ S 400# 90$^\circ$ 60$^\circ$ $F_A$ $\sqrt{F_B} = 400 lb$ Q 1' 8" (a) 2' 8" FIG. I

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Donna, who is single and 30 years old, received several speeding tickets recently and was O shocked by the effect they had on her auto insurance. Donna drives a 2002 Pontiac Firebird. She is trying to reduce the price of her auto insurance. Which of the following actions is O most likely to help reduce the price of her auto insurance? A. Maintaining her liability limits at current levels B. Raising her medical payments coverage C. Raising her deductible from $250 to $1,000 D. Maintaining her collision coverage at current levels

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BPcos(\theta) = Lcos(\theta)\\ BP = \frac{Lcos(\theta)}{cos(\theta)}\\ Lsin(\theta) - Bpsin(\theta) = b\\ Lsin(\theta) - \frac{Lcos(\theta)}{cos(\theta)}sin(\theta) = b\\ L[sin(\phi) - cos(\phi)tan(\theta)] = b\\ sin(\phi) - cos(\phi)tan(\theta) = \frac{b}{L}\\ \frac{sin(\phi) - \frac{b}{L}}{cos(\phi)} = Tan(\theta)\\ \theta = Tan^{-1}(+tan(\phi) - \frac{b/L}{cos(\phi)})

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LCrege Dining is considering opening a national 190bo Wendy's or Chick-fil-A and will leave the fast food franchise on campus. Their choices have been narrowed down to Domino's, Subway, Moe's, Chick-fil-A. Students were asked to rank these establishments in order of preference, and the results are shown in the preference table below. Determine if the majority criterion was satisfied if the college uses the Borda count method and opens a new franchise on campus. Preference Table for New Franchise: Votes: 154 53 102 70 1* 213 1st: Chick-fil-A Wendy's Moe's Subway 2nd: Domino's Chick-fil-A Domino's Chick-fil-A Subway Wendy's 3rd: Wendy's Wendy's Domino's Subway Wendy's Chick-fil-A Moe's 4th: Wendy's Subway Moe's Domino's Domino's Chick-fil-A 5th: Moe's Subway Domino's Chick-fil-A Moe's Subway Moe's Answer 3 Points: The majority criterion is satisfied because the winner by majority rule is Chick-fil-A. The majority criterion is not satisfied because the winner by majority rule is Chick-fil-A. The majority criterion is not satisfied because the winner by the plurality method is Chick-fil-A. The majority criterion is satisfied because the winner by the plurality method is Chick-fil-A.

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