
EXTRA STUDY PROBLEMS for MAT1348
... 7. A says, “If I’m a knight, then two plus two equals four.” Is A a knight or a knave? 8. A says, “If I’m a knight, then two plus two equals five.” What would you conclude? 9. Given two people, A, B, both of whom are knights or knaves. A says, “If B is a knight then I am a knave.” What are A and B? ...
... 7. A says, “If I’m a knight, then two plus two equals four.” Is A a knight or a knave? 8. A says, “If I’m a knight, then two plus two equals five.” What would you conclude? 9. Given two people, A, B, both of whom are knights or knaves. A says, “If B is a knight then I am a knave.” What are A and B? ...
An Exponential Function with base b is a function of the form: f(x
... If you deposit money into a bank (and earns an interest), after your interest is being paid, if you do not take out the money, the next time you earn interest, you will earn interest on the original amount, P , and the interest from the first period, too. When you earn interest on the interest that ...
... If you deposit money into a bank (and earns an interest), after your interest is being paid, if you do not take out the money, the next time you earn interest, you will earn interest on the original amount, P , and the interest from the first period, too. When you earn interest on the interest that ...
on the real parts of the zeros of complex polynomials and
... is a Hurwitz polynomial(2). This method is extended in this paper to an algorithm for counting the number of zeros of P(z) with positive and negative real parts (§2). A different method for the determination of these numbers has been given by Frank [3] and Bilharz [l] in terms of determinants and an ...
... is a Hurwitz polynomial(2). This method is extended in this paper to an algorithm for counting the number of zeros of P(z) with positive and negative real parts (§2). A different method for the determination of these numbers has been given by Frank [3] and Bilharz [l] in terms of determinants and an ...