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A ship leaves port on a bearing of 31.0° north of east and travels 13.3 mi. The ship then turns due east and travels 4.2 mi. How far is the ship from port, and what is its bearing from port?
(Do not round until the final answer. Then round to the nearest tenth as needed.)
Evaluate ßfor the alternative p= 0.9.
Using the same data conduct a correlation analysis using SPSS or Excel. What is the correlation coefficient? Is it a strong, moderate or weak correlation? Is the correlation significant or not? If it is what does that mean?
During vigorous downhill hiking, the force on the knee cartilage (the medial and lateral meniscus) can be up to eight times body weight. Depending on the angle of descent, this force can cause a large shear force on the cartilage and deform it. The c..
The number of miles driven each day for a five-day trip. Let an ordered pair be given in the form (day, miles).
two planes take off at the same time from an airport. the first plane is flying at 244 miles per hour on a course of
Kenneths mother ordered a pizza for his graduation party, The pizza has a diameter of 12 inches. What is the measurement of the radius of the pizza?
Joshua draws two ping-pong balls from a bowl of twenty ping-pong balls numbered 1 to 5. Provide a sample space for this experiment if
sketch a graph which of y=F(T) where fuel consumption is in the y and temperature in the x - what is the meaning of F'(T)? What are the units?
Students receive scores rounded to the nearest 10. What is the interval of student scores that lie within one standard deviation of the mean?
A car dealer, at a year-end clearance sale, reduces the list price of last year's models by 15%. If a certain model has a discounted price of $8000, what was the list price? How much can be saved by purchasing last year's model?
a study of queues to pay in the cash registers at a supermarket showed that during the busiest hour the average
ght rooks are placed in distinct squares of an 8x8 chessboard, with all possible placements being equally likely. What is the probability that all rooks are safe from one another? (that there is no row or column that contains more than 1 rook)
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