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The temperature T in a metal ball is inversely proportional to the distance from the center of the ball, which we take to be the origin. The temperature at the point (1,2,2) is 120 degrees.
Find the rate of change of T at (1,2,2) in the direction toward the point (2,1,3)
Show that at any point in the ball the direction of greatest increase in temperature is given by a vector that points toward the origin
Peterson's vitamins, an advertiser in the magazine Healthy Living estimates that 1 Percent of the subscribers will buy vitamins from Petersons.
Find the score that marks the top 5 percent
describe the steps neccessary to calculate the theroretical probability of, drawing 2 red cards one after another (with replacement)from a given deck
Expressing the given exponential function as a power series by determining its coefficients.
Give examples of Quadratic relationships in either nature or business, Remember, a quadratic relationship
Make an interval estimate of the mean so that you are 90 percent confidant that the true mean is in your interval.
Determine the following values
Question about Elliptic boundary value problem, Uxx means second derivative with respect to x, Uyy means second derivative with respect to y
When we need to find eigenvalues and eigenvectors in algebra, we start by finding the characteristic polynomial of a matrix. In this problem, we will find the characteristic polynomial of a matrix, A.
Give 3 real-world examples where something is increasing at a constant rate or decreasing at a constant rate. The starting amount would be the y-intercept, "b", and the rate at which it increases would be the slope
Let D = {z: |z|
If a ring R has a multiplicative identity, then the multiplicative identity is unique.
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