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cobb family decided to go roller skating for their reunion. There was a total of 44 people there and all went skating. If an adult admission was $5.00 and a childs admission was $3.00 and they paid a total of $168.00. How many children were at the reunion?
block of metal has a width of 3.2 rm cm, a length of 17.1 rm cm, and height of 4.9 cm. Its mass is 1.5 kg. Calculate the density of the metal.
Series convergence - Prove, using the definition, that the following sequence converger
the region in the first quadrant enclosed between the graph of y = ax -x2 and the x-axis generates the same volume whether it is revolved about the x-axis or the y-axis. use analytic methods to find the value of a.
June finishes her math homework 90% of the time.If she has homework for each school day for four full school weeks, how many days will she turn in her homework?
Graph the function and answer the question using graph - What is the significance of the vertical asymptote (what does it mean in this context)?
You want to estimate the mean score within 10 points with 90% confidence. How large an SRS of scores must you choose?
Use the root test to show that a geometric series converges only if its ration has absolute value less than 1, or its initial term is 0
Estimate the expected grade & variance for the course
The upper left-hand corner of a piece of paper 8 in. wide by 12 in. long is folded over to the righthand edge as in the figure. How would you fold it so as to minimize the length of the fold? In other words, how would you choose x to minimize y?
In a shop there are 20 customers, 18 of whom will make a purchase. If three customers are selected, one at a time, at random, what is the probability that all will make a purchase?
Find coordinate of centroid using multiple integral method -Determine the z-coordinate of the centroid of G.
One tire manufacturer found that after 5,000 miles, y=32 of n = 200 steel-belted tires selected at random were defective. Find an approximate 99 percent confidence interval for p, the proportion of defective tires in the total production.
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