Theorems here
... In a compound event in which the first event may occur, n1 different ways, the second event may occur in n2 different ways and so on, and the k-th event may occur in nk different ways, the total number of ways the compound event may occur is n1*n2*n3 ..*nk The total number of permutations of a set o ...
... In a compound event in which the first event may occur, n1 different ways, the second event may occur in n2 different ways and so on, and the k-th event may occur in nk different ways, the total number of ways the compound event may occur is n1*n2*n3 ..*nk The total number of permutations of a set o ...
Continued Fractions in Approximation and Number Theory
... strictly between any two consecutive convergents (except the last two if the continued fraction is finite). The following important theorem provides a convenient necessary and sufficient condition for convergence. Theorem 2.2 ...
... strictly between any two consecutive convergents (except the last two if the continued fraction is finite). The following important theorem provides a convenient necessary and sufficient condition for convergence. Theorem 2.2 ...
PCM 1
... for assignments, you will be able to download your individual assignment when you are halfway into the course. When you have passed three-quarters of all the tests you may submit your solution to the assignments. In the assignments, you are expected to be able to present an idea or an argument in yo ...
... for assignments, you will be able to download your individual assignment when you are halfway into the course. When you have passed three-quarters of all the tests you may submit your solution to the assignments. In the assignments, you are expected to be able to present an idea or an argument in yo ...
studentproofs
... Given: A line l and a point P not contained in line l Prove: we can construct a parallel line to line l through point P. Proof (Alejandro): Given a line and a point not on the given line we can find a plane that contains both the line and the point. By Postulate 7: There is at least one plane contai ...
... Given: A line l and a point P not contained in line l Prove: we can construct a parallel line to line l through point P. Proof (Alejandro): Given a line and a point not on the given line we can find a plane that contains both the line and the point. By Postulate 7: There is at least one plane contai ...
