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Jackson's scores on the first four algebra quizzes are 76, 87, 92, and 71. What score must he earn on the fifth quiz to earn an average quiz score of 85? Please set up and solve this problem following the steps below:
a) Define the unknown quantity in terms of one variable.
b) Translate the question into an equation.
c) Solve the equation, showing all work.
d) Write a complete answer to the question asked.
Using the fact that A = LW, together with the relationship defined in step 2, eliminate one of the variables to set up a quadratic equation.
Equation of motion.
Every finitely generated sub module is free.
Let a, b be positive integers, and write a = qb + r, where q, r are Elements of Z
Find the original cost.
Find how many members are currently in the club.
A credit company allocates 8-digits accounts such as 1122-3421 where the digit 1 through 9 are used. How many different account numbers can there be?
The sum of two numbers is 90. The second is 10 more than 4 times the first. What are the two numbers?
1- Three research departments have 6 , 7 , and 8 members, respectively. If each department is to select a delegate and an alternate to represent the department at a conference, in how many ways can this be done?
Let R be a ring with the property that every element is either nilpotent or invertible. If a, b, c are in R with a and b nilpotent, show that ac, ca, and a + b are nilpotent.
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.
use the rational root theorem to list all possible rational roots of the polynomial
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