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The problem states:
Let f(x) be an element of Q[x], (Q being the rationals), so that |Gal(f(x)|=255. Show that f(x) is solvable by radicals. Hint: Apply Sylow's theorems.
Vertex and axis of symmetry from the graph.
Use the binomial theorem
Problems on probability
If the cost of a cell phone has decreased 400% during the past 10 years, does that correspond to a cost decrease of four times? Explain your answer as though you were talking to someone who has never taken algebra.
Find the cost to remove the pollutant
What is the value of the discriminant? Which one of the statements below is correct?
Elimination or substitution method to solve the equations.
Calculate the additive inverse.
Determining the linear inequality. Graph the solution set on a number line: 4-X/6?7. What is the solution set?
How would you use this procedure (factoring a quadratic expression with leading coefficient a = 1) to determine if a given polynomial is prime
Solve the matrix equation by finding A to power
In digital subtraction angiography, two images are acquired, the first before injection of the contrast agent and the other post-injection.
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