Explain Bayes theorem with examples and applications.

Q: is an improper integrat. dr A True B False

A: To check : The statement "∫-121x2dx is an improper integral." is True or False ?

Q: prov

A: we have to prove ,  (xx)x=x(xx)

Q: What is the definition of π?

A: We have to describe the definition of pie

Q: 25% of 12 is what

A:

Q: need help on part f

A: f(x)=sinx + cosx

Q: What is the Sandwich Theorem?

A: The squeeze theorem is also known as Sandwich theorem.  If a value of a limit is sandwiched or…

Q: Prove the Rodrigue's formula ?

A:

Q: this is all incorrect

A: The sample size n is 21 and p=0.66.

Q: What does the Theorem of Pappus say?

A:

Q: re root property

A:

Q: (a,b) is measurable.

A: (a,b) is an open interval.  Open intervals are measurable.

Q: The fundamental theorem of calculus says: what ?

A:

Q: What is m2IHJ?

A:

Q: bet E-Cle be anima

A: Let f(x) in L[x] be an irreducible polynomial.

Q: Can someone explain the difference between these derrivatives as in when do you use each one and if…

A: We have to explain the difference between the derivatives as in when we  use each one and give…

Q: nere to search

A:

Q: Make a proof of validity using the method of indirect proof.

A: Proof of Validity is    (6)   d By Modus Tollens   {From (3) and (5)} (7)   a By Modus Tollens…

Q: Prove that DeMorgan’s Laws are valid.

A: The complement of the union of two sets is equal to the intersection of their complements and the…

Q: not sigmal square is equal to sigma 2 square

A: From Given Information  To test: H0:σ12=σ22VersusH1:σ12≠σ22

Q: isn't

A: y = x^2-5 The parent function of this curve is given as y = x^2 Y is positive for all x values ,…

Q: 1. By using the definition, show that

A: 1. (a) To show that,                            limn→∞4n2n+1=2

Q: that prove

A: Given, D⊂R2 be a disk containing the origin and g:D→R is a  function given by…

Q: State Rolle’s Theorem.

A:

Q: Prove or disprove it.

A:

Q: what is reggresion analysis

A: Linear Regressions:- Regression analysis is a form of predictive modelling techniques that identify…

Q: Use Gauss Jordan Elimnafion 1251-3 2-24-6 -3 12

A:

Q: (a, b) is measurable.

A: The answer is given as follows :

Q: What postulate or theorem justifies the statement AAVB ANVK?

A: Given- △AVB~△NVK To find- What postulate or theorem justify the above statement.

Q: what is discrete mathematics

A: The discrete mathematics is :

Q: Prove:

A: We will prove the following result.

Q: Linaer Algebra file is attached

A: Solution of the problem as follows

Q: When can a theorem be cited as a “reason" for a proof?

A:

Q: Explain the logic of a Kruskal–Wallis test.

A: Kruskal-Wallis test: The Kruskal-Wallis test is useful for comparing the means of the population…

Q: Prove

A:

Q: otherwise

A:

Q: What is the degree of the poynomial?

A:

Q: Part Using popul words anothe of esti

A: Given, α=1-0.98=0.02 For Binghamton, the mean and standard deviation for the data is obtained as…

Q: How would I prove this?

A: To prove: The statement

Q: is this right?

A: Topic:- range and domain of function

Q: rk together then we will succeed." tatement: Contrapositive:

A: In this question, the concept of Predicate Logic is applied. Predicate Logic The study of Predicate…

Q: ) prove tats (A-AI)| A-Aエ

A:

Q: what is the sign for universal?

A: Universal set is a set which contains all objects/elements of other sets. Universal set contains all…

Q: THIS

A: Yes, your answer is right.

Q: What is meant by Commutative law?

A:

Q: Can you help with part b without using Chebyshe

A: b) From the given information, X1 follows gamma distribution with α1=50 and β1=2. EX1=α1β1…

Q: 2. Show that () (":")-).

A: 2. We have to show that Nk=N-1k+N-1k-1 The formula for combinations is, Nk=N!N-k!k!

Q: The law of 0 applies to all bases except which one?

A: Zero exponent rule : The zero exponent rule states that any nonzero number raised to a power of zero…

Q: Show that

A: (i) To prove that                   22+42-822+3=0

Q: Prove

A: To prove that, works for every z:                      ez-1≤ez-1≤zez

Magnitude

A vector is an element with both direction and magnitude. A vector is represented using an arrow, where the arrow represents the direction of the vector and its length is represented using the magnitude. The set of vectors in space is known as vector space. The vectors can be added, subtracted, multiplied, and divided in a vector space. The image below shows a vector AB.