Discrete math questions. Please provide formulas and all calculations for all 22. They are very short answer type questions.
Find gcd (435, 377), and express it as a linear combination of 435 and 377..
Let A, B, and C be sets satisfying: A is included in B, B is included in C, and C is included in A. Prove that A = B = C.
Problem dealing with cutting a cake and personal choices Problem 2 There is a cake that is half lemon and half coffee. Steve values a whole lemon cake at $6, and a whole coffee cake at $10. Kevin values a whole lemon cake at $6 and a whole coffee cake at $4. Professor Raiffa suggests that they should divide the cake by
Problem 1 1. Suppose you and one of your two roommates have just finished cleaning your dorm suite and found 13 quarters which you put on a table in the middle of the room. The third roommate who did none of the cleaning comes in from an afternoon of fun and relaxation and proposes that you divide the coins up the fol
Prove whether the following is true or false. If it is false give a counter example. If M is a connected point set, the cl(M) is connected.
Prove: If H and K are disjoint closed point sets, then there exist open point sets U and V containing H and K respectively such that cl(U) and cl(V) are disjoint.
A function f(x) is defined on a set of real numbers x not equal to 0 as: f(x) = (2x +1)/x. Is f(x) one to one?
Prove the Zero Producty Property in real numbers that: If ab=0 then a=0 or b=0 (Question is repeated in attachment)
Proving that a mathematical statement is true by using a specific condition. See attachment below for question. The first attachment is the equation itself, the second and third attachments will describe O and omega as well as one sample solution.