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A balloonist drops a sandbag from a balloon 160 feet above the ground. After t seconds, the sandbag is 160 -t^2 feet above the ground.
a) find the velocity of the sandbag at t = 1.
b) With what velocity does the sandbag strike the ground.
A square's side is increased by 6 yards, which corresponds to an increase in the area by 168 square yards. How many yards is the side of the initial square?
Each time we take a bill, we put a star in the bin. Corresponds to taking $1, $5, $20, $100, $100. How to set up the problem: This time we have 6 bars separating the bins, and since we are taking 5 bills, there will be 5 stars. How many ways are t..
Probability : Drawing Cards and Sampling Without Replacement, 3 cards are drawn in succession from a regular straight deck of 52 playing cards. Find the probability that
Determine the nature of the solutions of the equation.
How would you apply the concept of marginal probability to the significance of selling 5,000 units if the marginal probability of doing so is 85%?
Search the internet to find two graphs to critique: one you evaluate to be a good graphical representation of the information presented and the other to be a poor graphical representation of the information presented.
The height in feet for a ball thrown upward at 48 feet per second is given by s(t)=-16t^(2)+48t, where t is the time in seconds after the ball is tossed.
A vat with 600 gallons of beer contains 4% alcohol (by >volume). Beer with 6% alcohol is pumped into the vat at a rate of 6 gal/min and the mixture is pumped out at the same rate. What is the percentage of alcohol after an hour?
Using the standard inner product in R^3, find two unit vectors that are orthogonal to u=(3,-2)
the rectangular swimming pool in the figure shown measures 40 by 60 feet and is surrounded by a path of uniform width around the four edges. The perimeter of the rectangle formed by the pool and surrounding path is 248 feet. determine the width of..
Use shells to find the volume of the solid formed by revolving the region bounded by the x-axis and y=4x-x^2 about the y-axis. Sketch the area. Include a typical rectangle.
Find the length of one of the congruent sides to the nearest hundredth of a cm.
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