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KOBI SNITZ
(1) Consider the sequence an = 22n - 2. Can this sequence be defined recursively ? If so, define it recursively.
(2) Let an = 4 - n12 does this sequence converge to a limit. If so what is that limit and show that the sequence does converge to the limit in according to the definition on page 4 in section 10.1. P ∞ 1
(3) Let an = n1.003 n=1 an . Does the series con+56 and consider the series verge ? explain why it dos or does not. P∞
(4) Use an appropriate test to check if the series n=1 exp(-n) converges or diverges. 1
Find the intersection points off(x)=3x√x andg(x)=2x. For what interval is 3x√≥2x? Use GeoGebra to graph the individual functions and the combined function.
Data is collected on 20 teenagers to see if there is a correlation between GPA and hours spent in athletic pursuits each week. If r= -0.4, at the 0.05 level is there a negative correlation between GPA and athletic pursuits?
Two transmitters independently send messages over a wireless channel. During each time slot, each transmitter sends a message with probability 1/2. Simultaneous transmissions result in loss of both messages. If X is the number of time slots until ..
Write the related multiplication or division sentence. Draw a quick picture that shows the sentence. 18-6-6-6=0
S List and count the number of possible combinations of objects from three sets, e.g., how many different outfits can one make from a set of three shirts, a set of two skirts, and a set of two hats?
I need to calculate R, R squared, and best fit line (what=a+bx) i need the formulas in simplest form. i need only R and least regression line for class. i need r and least regression line for age. then i need R, R squared, and best fit line for c..
Find the height of the window x = 24 in. from the center of the base. (Round your answer to one decimal place.)
A random sample of 30 households was selected from a particular neighborhood. The number of cars for each household is shown below. Estimate the mean number of cars per household for the population of households in the neighborhood. Give the 95% c..
What are differential equations? What are the best methods to solve them?
Explore and find a real-world application of a quadratic equation, whether it is from the realm of physics, finance, or anything else. Write a paragraph about what you find. In your description,
Find all critical points & their classifications them as local maxima, local minima, saddle point, or none of these? So far I've gotten one critical point and classification purely from guessing, and have no work to show.
paige darby who lives in the san francisco bay area commutes by the car from home to work. she knows that it takes her
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