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Abstract Algebra
design a roller coaster using 4 quadratic equations and one linear equation. maximum height 25 m, next dip 0.5 m next peak 12.5 m and then a horizontal run out at 1.0 m off ground. For the equation y=a(x - b)^2 + c, the radius of curve to be = 1/2a and all slope steepness are the same = 2a(x-b).what will the 5 equations be to design the roller coaster.
Abstract Algebra
How many onto functions are there from an n-element set to an m-element set?
Abstract Algebra
8^x - (8^x/2 + 1)
Abstract Algebra
How many self dual functions are possible with four boolean variables?
Abstract Algebra
place 10 dishes along the 4 edges of a table so that each edge has the same amount of dishes
Abstract Algebra
The slope of the trendline represents the estimated increase in roses sold for each new store that is opened. Based on this slope, approximately how many more roses per year can Mrs. Haruki expect to sell for each additional store?
Abstract Algebra
solve the aswer of 2a+b-2c=3
Abstract Algebra
Let V={1,2,3,4} and let f={(1,3),(2,1),(3,4),(4,3)} and g={(1,2),(2,3),(3,1),(4,1)}. Find f o g.
Abstract Algebra
hey, I'm stuck with parabolas. we're asked to graph them and find vertex and zeros.. please help
Abstract Algebra
While opening a TCP connection, the initial sequence number is to be derived using a time-of-day (ToD) clock that keeps running even when the host is down. The low order 32 bits of the counter of the ToD clock is to be used for the initial sequence numbers. The clock counters increments once per millisecond. The maximum packet lifetime is given to be 64s. Which one of the choices given below is closest to the minimum permissible rate at which sequence numbers used for packets of a connection can increase?
0.015/s
0.064/s
0.135/s
0.327/s
0.015/s
0.064/s
0.135/s
0.327/s
