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In each part of this problem, display an example of a set M with the specific property or properties.
a) M does not equal R (R is the set of all real numbers), but M is bounded neither above nor below.
b) M is bounded above but fails to contain its least upper bound.
c) M is the set of integers that contains neither a smallest element nor a largest element.
d) M is not a set of integers but nevertheless contains both a smallest and a largestelement.
a package contains 6 candy canes 4 of which are cracked. if 2 are selected find the probability of getting exactly one
write an equation of a line that is parallel to the y-axis and passes through the point
An object is close to a light source - say at a distance of x meters. Another object B is at a distance of 2.3 times x meters from the same light source or in equation from distance to B from the light source = 2.3 (x meters).
The sum of two numbers is greater than 30 . The second number is 4 more than the first. What are the possible values for the first of the two numbers?
point f and point g are located on the same coordinate plane. both the x-coordinate and the y-coordinate for point f
Let G = C* be the multiplicative group of nonzero complex numbers. Is the map f: G --> G a homomorphism, provided f is given by i) f(z) = iz, ii) f(z) = z^2, iii) f(z) = |z|, iv) f(z) = z-bar? Justify your answer.
Find the largest square tile.
Choose three integers a, b, and c feel free to choose negative numbers. Use a, b, and c to create a trinomial ax2 + bx + c.
Formulate and solve an integer programming model that will determine the number of tables and chairs the Jacobsons should make to maximize profit.
FOIL is an acronym designed to help you multiply binomials, not monomials or trinomials. Do you think that you could create an acronym (it will have more than 4 letters) to help you multiply a binomial and a trinomial?
bullcreate a story problem that demonstrates how a venn diagram could be used to illustrate combined operation with
Using mod system
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