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A. One-Third of a number is 5 less than half of the same number. What is the number?
B. The sum of a number and its reciprocal is 10/3. What is the number?
C. An investment of $1500 paid interest of $45 during a certain period. How mush interest would and investment of $2000 invested at the same rate for the same length of time pay?
D. In baseball a player's batting average is the ratio of hits to the number of times he or she has batted. Thus, if the player has an average of .300, it means he or she got 300 hits in 1000 at bats. In order to have an average of .300, how many hits would the batter have to get in 400 times at bat?
Explain how we arrive at the formula for Simpson's rule (standard formula) using the Lagrange Interpolating Polynomial of degree 2. Ignore the error term, and do not compute any integral.
Analyzing the use of large samples in surveys - Give your understanding of why people doing polling and opinion surveys
Use a worksheet to simulate the rolling of dice. Use the VLOOKUP function to select the outcome for each die. Place the number for the first die in column B and the number for the second die in column C
Calculate the operating cost and probability values
Explain why the existing $310,000 of fixed costs is a sunk cost, while the $320,000 of fixed costs associated with the proposed addition is an out of pocket cost.
Assume S is a subset of the complex number set. Please make the explanations clear and give examples.
Trees can be used for many applications in computer science. One of these applications is decision-making, which is often used in the creation and analysis of databases.
Explain how a block design can be used to set up this experiment and find the set of parameters ( v, b, k, r, λ ) of such a design where the number of testers is as small as possible.
Find any stationary points of the function from 1a. An use the first derivative test to see whether they are local maximum or local minimum of f(x).
Let p be a prime. Show that in the ring Z-p (set of integers modulo p) we have (a+b)^p = a^p+b^p for all a, b in Z-p. The following hint was given:
Prove that the regression line passes through the centroid
What two variables have the strongest positive strength of relationship?
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