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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.
Show that the given relation R is an equivalence relation on the set S. Then describe the equivalence class containing the given element z of S, and determine the number of distinct equivalence classes of R.
Please find a quadratic equation in standard form to model the data in the table. A ball is hit into the air. Its height in feet, s, at time t is given by the equation s(t)=-16^2+25t+4.
What is the domain of the rational expression 1 / (x² + 1), where x is considered to be a real number (imaginary or complex numbers not included in the domain)?
Finding permutation
Determine the vertex, intercepts and domain
Show how to make a change of variables x' = x - lamda in f (x) = 0 to reduce to a monic equation where the coefficient of x^2 is zero
Make the fractions of the LCM of the denominators.
Identify the factor of trinomial.
Use the given information to find the exact value of each of the following.
The Soccer Boosters club sells hotdogs and hamburgers at the games to raise funds for the soccer team. Chili Cheese Hotdogs sell for $3.00 and hamburgers sell for $2.50.
Calculate the number of years.
A projectile is launched from a platform 20 feet high with an initial velocity of 112 feet per second, The height h of the projectile at t seconds after launch is given h= - 16t^2 + 112t +20 feet.
Use algebra to solve the problem.
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