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Valerie, Janie, and Laura had a jar that contained 120 jelly beans. On Saturday, the girls ate of the amount of jelly beans from the jar. On Sunday, they ate of the remaining jelly beans from the jar.
How many jelly beans remain in the jar at the end of the weekend?
Let B = . Find each of the following. You may use a calculator to replace hand calculation for row reduction and finding the characteristic polynomial. Show your work; don't just write down the answers.
To the extent that profit is not strictly proportional to the production rate, does this product have decreasing marginal returns, increasing marginal returns, or neither?
Find and matches the given linear equation.
Discriminate of the quadratics.
Let G = UT (n,F) be the set of the upper triangular n x n matrices with entries in a field F with p elements and 1's on the diagonal.
Problems on distance.
Complete the table of values for the function
Explain the relative maximum and relative minimum of the polynomial in the interval [-3,2]. Is there a different between the relative maximum and minimum and the absolute maximum and minimum?
Graphical method for solving maximization problem.
What is the necessary condition for the following fraction to be valid? What value(s) of "x" that cannot be used in this fraction?
Determine whether these vectors are linearly independent or dependent.
What is the width of a rectangle with a perimeter of 300 feet and a length of x feet? Write the equation in the slope-intercept form: 2x + 3y = 90.
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