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1. What questions should a consumer ask before accepting a credit card?2. Utilize the table below to evaluate the various credit card offers. It is possible that not all information is available for all cards.Card Name Interest Rate on Purchases Cash Advance Rate Annual Fee Penalty APR Grace Period Late Payment Fee Over Credit Limit Fee Minimum Annual Income Cash BackCiti Platinum Select Blue Cash from American Express Collegiate Visa Discover Card for Students
3. Based upon the information, which credit card is the most appropriate for Sharese? Why?4. If you were choosing a credit card from this list, which credit card would you select? Why?5. What are the advantages of a good credit history?6. What are the disadvantages of having access to credit?7. Why is it important for most people to have a relationship with a bank
Solve a numerical method - Euler methods and Compare with the exact solution
Identify and sketch the graph of the conic described by the quadratic equation x^2 + 4xy + y^2 - 12 = 0. Do this by writing this equation in matrix form
Compute the integral of xdz (|z|=r) for the positive sense of the circle in two ways first by using parametrization and second by observing that x=(1/2)(z+z conjugate)=(1/2)(z+r^2/z) on the circle.
Assume that the i component of the derivative of a vector function r(t) is 0 for all t in the domain of the function. What does this imply about the graph of r?
Probability amd Mutually Exclusive Events, A fair dice is rolled. What is the probability of rolling an odd number OR a number less than 3?
Let E be an open and convex subset of R^n and let f in C^1(E). Show that f satisfies the Lipschitz condition on E if and only if its derivative Df is bounded on E, that is, there exists a constant M => 0 such that the norm of
Identifying local maximum, local minimum.
Find the inverse of the matrix.
Construct a tree diagram to represent this situation. A mini license plate for a toy car must consist of a vowel followed by two numbers. Each number must be a 3 or 7.
Consider the data points (1,7),(2,5),(3,2), and (4,1). Find the straight line that provides the best least-squares fit to these data. the equation of the least-squares line is y=?
S4 means symmetric group of degree 4, A4 means alternating group of degree 4, e is the identityIs there a group homomorphism $:S4 -> A4, with kernel $ = {e, (1 2)(3 4), (1 3)(2 4), (1 4)(2 3)}?
A college cafe receives a profit of $1.25 for each cup of house tea that the sell, $1.40 for each cup of the premium brand, and $1.50 for each cup of their special blend that they sell.
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