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1. Use differentiation to approximate the maximum error in using 5 cm as the radius of a sphere to calculate its volume if the measurement is off by at most 8 mm. Find the approximation of both the relative and percentage error for the volume.
2. Suppose that fluid is leaking from an overhead pipe and spreading in the shape of a circle on the ground. If the radius of the circle is increasing at a rate of 0.5 feet per minute, how fast is the area of the circle increasing when the radius is 4 feet?
a researcher predicts that watching a film on institutionalization will change students attitudes about chronically
Find the 99% confidence interval
Describe some practical applications for fractions in your daily life and some challenges that you have experienced regarding the use of fractions.
Small wheel have 18 inch diameter how many times does the small wheel turn when the cycle travels 1miles
The metro city furniture company is planning to produce a new living room sofa. For the first year the fixed costs for setting up production are $30,000. the variable costs for producing each sofa are: $500. The revenue for each sofa is $900.
Fundraising. The St. Mark's community Barbecue served 250 dinners. A child's plate cost $3.50 and an adult's plate cost $7.00. A total of $1347.50 was collected. How many of each type of plate was served?
Find the work done pulling the bucket to the top of the well. Your answer must include the correct units.
Use a free-body diagram and a force balance to solve this problem. The buoyant force acts in the direction opposite to gravity and is known to be equal to the weight of the fluid displaced by the object. Use Table to estimate the volume of the pla..
Define, in your own words, a rational expression. Describe the process for finding an equivalent rational expression. Explain why it might be necessary to find an equivalent rational expression, and give an example.
How you solved the characteristic equation to find the complimentary solution, Template you used to find particular solution and How you found the values of arbitrary constants to solve the initial value problem
Suppose that he must add the same number of bags to each side. How many bags must he add to each side in order to balance the scale?
A line passes through the points (-8, 1) and (x2, y2), and has a slope of 7/14. If point (x2, y2) is located in quadrant I
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