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A rancher outside Houston decides to build a silo inside his corral. The rectangular corral measures 23 m by 17 m and the silo's base is circular with a diameter of x meters. Find a polynomial for the remaining area of the corral (in square meters) after the silo is built.
Graph the function using the equation in part a. Explain why it is not necessary to plot points to graph when using y = a (x - h) 2 + k.
Which of the following is NOT a potential source of survey error?
Use K-map to find a minimal expansion as Boolean products of each of these functions. Also draw the logic circuit for problem a) and b).
A box is made from a sheet of metal that is 8 meters by 10 meters, by removing a square from each corner of the sheet and folding up the sides. Find the width of the square to removed in order to have a box of maximum volume.
Prove using mathematical induction.
Calculate the exact probability that of 86 men at a business meeting, no more than five are 6 feet 2 inches or taller.
the probability that she is either rich or beautiful is 0.5, what is the probability that she is both rich AND beautiful?
what is the annual campound intrest rate for an investment account modeled by the function y=12*1.18^x
What is the total dollar amount to be repaid on the loan, including principle and interest, for the entire year?
your are planning to close off a corner of the first quadrant with a line segment 20 units long running from (a,0) to (b,0). Show that the area of the triangle enclosed by the segment is largest when a=b.
Let G be an open subset of C ( complex plane) and let P be a polygon in G from a to b. Use the following 2 theorems to show that there is a polygon Q in G from a to b which is composed of line segments which are parallel to either the real or imag..
The graph of a quadratic function (a parabola) has x-intercepts -1 and 3 and a range consisting of numbers less than or equal to 4. Determine an expression for the function.
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