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The volume V = (4/3) π r3 of a spherical balloon changes with the radius.
a. At what rate (in3 in) does the volume change with respect to the radius when r = 6 in?
b. Using the rate from part a, by approximately how much does the volume increase when the radius changes from 6 to 6.2 in?
description of directional derivative.the dot product often referred to as the inner product in a linear algebra text
find the following probabilities for the stand normal random variable fora. pzgt1.23b. pzlt-1.27c. p0.31lez2.68d.
the angles of elevation of a balloon from two points a and b on level ground are 24.17 degrees and 47.67 degrees
The set of bit strings that end with 00; the set of bit strings that end with 01; the set of bit strings that end with 10; and the set of bit strings that end with 11.
The price function for selling Squinks is p = 180 - 7x. Sales are 38 per day and dropping at 5 per day. How quickly is revenue changing?
a student used a 500-ml graduated cylinder to measure the volume of water in a 1 -cup measure. three trials of the
Snookers lumber can convert logs into either lumber or plywood. In a given day, the mill turns out three times as many units of plywood as lumber
To avoid creating a backlog, all cases must be handled by the end of December. Formulate a linear program that can be used to determine how many Judges the city needs.
A manufacturer drills a hole through the centre of a metal sphere of radius 5cm. The hole has radius 3cm. What is the volume of the remaining ring?
Determine the equation of the straight line and Write a linear equation that describes the book value of the machine each year
Find all equilibrium points - if both populations are greater than their values at the equilibrium point, what happens to the populations?
Find the probability that the first k events
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