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Find a polynomial function that has the given zeros.
a. 2,2 + √3,2 - √3
b. 0, 3, 4
A truncated pyramid is what is left when a plane parallel to the base cuts off the top. If a regular hexagon pyramid is truncated half way from the base to the top, what is the volume of the truncated solid if each base edge is 36 and each lateral..
When using the substitution method, how can you tell if a system of linear equations has no solution?
Assume that the nonzero complex numbers from group G with respect to multiplication. If a and b are real numbers and i=sqrt -1, the conjugate of the complex number a+bi is defined to be a-bi.
Let D = {z: |z|
Factor the polynomial and state the multiplicity of each zero and zeroes of a real polynomial
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).
Suppose you are at the gas station filling your tank with gas. The function C(g) represents the cost C of filling up the gas tank with g gallons. Given the equation:
Creating matlab code using these linear algebra concepts. 1500 points for help with any of these! Preferably all but I've posted this multiple times and it seems no one can help
Let m'(A) = inf sum of |M_i| where i is from 1 to infinity, such that A is a subset of M_i. M_i's are disjoint.
what is the probability a sample mean is less than 30 if the sample size is 25 and the population mean is 24 and the population standard deviation is 3?
Assuming both retire at 70, and that the interest rate both get on their investments is 10% (compounded annually) who has the most money in their account at age 70? Explain why you pick the answer you pick.
Let S be a set with an associative binary operation but with no identity. Choose an element 1 not belonging to S, write M = {1} or S, and define an operation on M by using the operation of S and 1s=s=s1 for all s belonging to S.
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