Blog

Compute the upper limit of the 95% confidence intervals for the inventory of a series of [CC] replications of the simulation of a system, where the average inventory is [AA] units and the SAMPLE standard deviation is [BB]

Using the graph above, state:  a) Domain of the graph b) Range of the graph c) List any relative maximums or minimums of the function.  d) State the intervals in which the function is increasing, decreasing or constant. 

Factor f (x) = 6×3 + 31×2 – 29x + 6 as a product of linear factors given that -6 is a zero.

Use the graph of y = 3x to graph the function f (x) = 3x + 5 + 2 on your submission paper.  Also, state the domain and range in interval notation.

Explain why a polynomial with real coefficients of degree 8 could have no real zeros. 

Explain why a polynomial with real coefficients of degree 5 must have at least one real zero. 

Given , find

Solve the equation. Write the solution set with the exact values given in terms of natural or common logarithms. Also give approximate solutions to 4 decimal places, if necessary.

Graph the function on your submission paper. State the domain and range.  g(x) = – (x – 1)2 + 2

Write the domain in interval notation.  Show your work on your submission paper.