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Given the matrix representing a relation on a finite set, find the matrix representing the smallest equivalence relation containing this relation.
Form a difference table for the following data, and estimate the degree of the interpolating polynomial needed to produce interpolated values correct to the number of significant figures given.
for the remaining 30% you choose randomly among the 5 answers. What percent of the answers should you expect to get right? learning about conditional probability and independence
(a) Is the system inconsistent, or are the equations dependent, or neither? (b) Is the graph a pair of intersecting lines, a pair of parallel lines, or one line? (c) Does the system have one solution, no solution, or an infinite number of solutions
Calculate the first ten terms of the resulting sequence starting from x1 = 0.5. Find all equilibrium solutions. What do you notice about how rapidly the allele disappears?
although many people think they can put a meal on the table in a short period of time an article reported that they end
what is the compound amount on $1000 invested for 2.5 years at 6% compounded monthly?
Please show steps and give explanation so I can know how to do the other problems. I am mostly confused how to split up the number into manageable numbers that I know the specific value for. Like 30 degrees or 40 degrees.
analyzing the use of large samples in surveys.give your understanding of why people doing polling and opinion surveys
An electronics firm produces electronic components, which it supplies to various electrical manufacturers. Quality control records indicate that different employees produce different numbers of defective items.
given that there are x red marbles x-4 blue marbles and 3x2 green marbles in a bag of exactly 18 combined red blue and
Viscous fluid flows between two rigid boundaries at y=0, y=h, the lower boundary moving in the x direction with constant speed U. The upper boundary is at rest. The boundaries are porous and the vertical velocity is V (constant) at each one.
What is the expected number of times we roll the die?
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