Higher Mathematics (t)(ОУИ)

If you have doubts that the questions with answers are outdated and you have the files of the test itself, you can order new answers.

Higher mathematics (t).uta Full list of questions here N-dimensional vector space is Rn: Three dice are thrown. Find the probabilities of the following events: 1) three sixes are rolled; The library has books on 16 branches of science. Another four orders for literature have arrived. Assuming that any composition of ordered literature is equally possible, find the probabilities of the following events: A - books from different branches of science were ordered, B - books from the same branch of science were ordered. Choose the pair of answers that correspond to the correct solution. In problems of mathematical statistics, the distribution function (theoretical) is always: There are 3 red and 7 green apples in a basket. One apple is selected at random from the basket. Find the probability that it will be red. In a batch of 1000 products, four are defective. 100 products are selected for control. Find the probability that among them there will be no defective ones. In statistics, hypotheses of the following types are considered: There are a white and b black balls in an urn (a і 2; b і 2). 2 balls are drawn from the urn without replacement. Find the probability that the balls are the same color. What is the geometric meaning of the derivative: Is the statement true: Is the statement true t sinx dx=, axlogae+C, choose the correct answer: Is the statement true, choose Sample is called: Select the answer option containing the Lagrange formula. Select answer options that reflect the properties of derivatives. Select answer options that characterize the properties of the limit of functions: Select a differential equation: Select from the following answers containing the properties of a definite integral, Select from the following formulas and statements reflecting the properties of continuity and differentiability of a definite integral with a variable upper limit. Select a definition that corresponds to the definition of the limit of a number sequence: Select a definition that corresponds to an improper integral with an infinite limit Select an answer that corresponds to Cauchy's criterion: Select an answer that corresponds to Abel's theorem: Select the correct definition of an antiderivative: Select an equation that corresponds to the canonical (simplest) equation of an ellipse: Select equation corresponding to the canonical equation of a hyperbola: Select the equation corresponding to the general equation of the line: Select the equation corresponding to the equation of the line with the slope coefficient: Select the statement corresponding to the second (main) Chebyshev inequality: Select the statement corresponding to the law of large numbers in Bernoulli form: Select the statement corresponding to the law of large numbers in Chebyshev form Select a statement corresponding to the first Chebyshev inequality Select a statement corresponding to permutations with repetitions Select corresponding to the product rule: Select the statement that corresponds to the sum rule Select the statement that corresponds to placement with repetitions. Select a statement that matches the Pearson distribution: Select a statement that matches the combination with repetitions. Select a statement corresponding to combinations Select a statement corresponding to a selection pattern leading to placements with repetitions: Select a statement corresponding to a selection pattern leading to placements: Select a statement corresponding to a selection pattern leading to combinations Select a statement corresponding to a selection pattern leading to combinations with repetitions Select a statement corresponding to the selection scheme leading to a scheme of ordered partitions: Select a statement corresponding to the Dirichlet theorem: Select a statement corresponding to the central limit theorem: Select statements reflecting the laws of absorption: Select statements, statements,

Description of the product "Higher Mathematics (t) (OYUI)":

This product is a set of tasks and tests in higher mathematics that can be useful to students and teachers of higher education institutions. The set includes problems and tests in various branches of mathematics, such as mathematical analysis, probability theory, mathematical statistics, differential equations, linear algebra and others.

The set includes both theoretical and practical tasks that can help students consolidate their knowledge and skills in mathematics. The tasks are presented in a variety of formats, including multiple-choice tests, problems solving equations and systems of equations, problems integrating and differentiating functions, problems finding derivatives and integrals, problems determining the probability of events, and others.

The set can be useful both for students’ independent work and for use as material for lectures and seminars. The set also includes the ability to order new answers if you have doubts about outdated answers to questions. It can be used by students and teachers of universities and colleges, as well as in schools in preparation for olympiads in mathematics and other subjects.


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Higher Mathematics (t)(HYU) is a textbook that covers a wide range of topics in mathematics, such as analysis, algebra, geometry, probability theory and mathematical statistics. It is intended for higher education students, as well as for anyone interested in mathematics at a deeper level.

The textbook Higher Mathematics (t)(OHY) covers various theoretical and practical aspects of mathematics, including proofs of theorems, problem-solving methods, and real-life examples. The book contains many problems of varying difficulty levels, which allows the reader to test their knowledge and skills in solving mathematical problems.

The authors of the textbook are experienced mathematicians and teachers who present the material in an accessible form, using clear and illustrative examples. The book Higher Mathematics (t)(HYU) is an indispensable resource for anyone seeking a deeper understanding of mathematics and its applications in science and technology.


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  1. A very convenient format, all topics are discussed in understandable language.
  2. A large number of examples helps to better understand the material.
  3. An excellent choice for exam preparation or self-study.
  4. The material is structured, which makes the learning process more effective.
  5. Good price for so much useful information.
  6. All theorems and formulas are presented in a convenient and understandable form.
  7. The manual helped me better understand mathematics and cope with difficult problems.



Peculiarities:




Graduate Mathematics (t)(EGM) is a great digital product for anyone who wants to improve their math skills.

This course helped me better understand complex mathematical concepts and apply them in practice.

Thanks to the Higher Mathematics (t)(OGI) I was able to increase my level of knowledge and confidence in mathematics.

The course contains many examples and tasks that help to better understand the material.

I recommend this course to anyone who wants to improve their math skills and become more confident in this area of ​​knowledge.

The Graduate Mathematics (t)(OYUI) is an excellent choice for those who want to prepare for university entrance exams.

I am very satisfied with this course and believe that it helped me greatly improve my knowledge in mathematics.

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