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Dan must sell 3 diamond rings this week to meet his quota. He is meeting up with 5 possible customers, each who wants a different ring. If he has a 30% chance of making the sale with each customer, what is the probability that he will meet his quota by tomorrow.
Now suppose 3 of his customers want the same ring, and they will go to another store if its already been sold. Would it be appropriate to use the binomial distribution under these conditions? Why or why not?
Determine the vertex, intercepts and domain
Find the parametric equation for the line segment PQ. Find the equation of the plane through P, Q, and R. Find the parametric equation for the line R normal to this plane
Rewriting the objective function.
Why is this process more difficult than when the leading coefficient is equal to one and give an example. How could we apply FOIL in this context?
Savage Inequalities is a wonderful book to reference here as it does point to the problem of inequitable funding. In other words the poor stay poor because the school is funded disproportionally from community to community.
Solve using the addition and multiplication principles. Solve using the addition and multiplication principles.
Solve the linear equation
Let p be a prime. Let L be a Galois extension of K with [L : K] = p^n. For both m = p and m = p^(n-1), show there is a normal extension of K of degree m contained in L.
o polynomials are useful to ¿model¿ any kind of function on a closed interval. However, polynomials ¿get wild¿ at infinity, so they don¿t work well to try to extrapolate an arbitrary function past the closed interval in which it is being approxima..
Objective: Solve equations and systems of equations in two variables, formulate real-world problems in terms of linear equations and solve these systems by several commonly applied methods.
Simplifying the expression.
Quadratic function.
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