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A bird leaves its nest and travels 20 miles per hour downwind for xx hours. On the return trip, the bird travels 4 miles per hour slower and has 6 miles left after xx hours.
a. What is the distance of the entire trip?
Guass elimination method
Calculate the accumulated amount
Let S be the set of ordered pairs of positive integers, let z = (5,8), and define R so that (x1, x2) R (y1, y2) means that x1 + y2 = y1 + x2.
Solve the given fraction
Identify how much money is being saved by using the optimal solution instead of the approximation. Show all your work. Clearly label your work and identify each of the methods.
Discuss the steps necessary to carry out each activity. Describe briefly what each line looks like in relation to the original given line.
Using that information, construct but do not solve a linear system of equations that determines how much of each item a person would need to consume to achieve the recommended daily values of each nutrient.
Sometimes you need to find the slope of a line based on two given points. Sometimes you need to read a linear equation and determine the slope of a lone from the equation.
The equation X^5 - 2X^4 - X^3 + 6X - 4 = 0 has a repeated root at X=1 and a root at X-2. By a process of division and solving a quadratic equation, find all the roots and hence write down all the factors of X^5 - 2X^4 - X^3 + 6X - 4
In 1920, the record for a certain race was 45.4 sec. In 1960, it was 44.6sec. Let R(t)= the record in the race and t= the number of years since 1920. Find a linear function that fits the data.
Linear equations and inequalities
Find the constants in the model.
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