Discrete Mathematics Assignment Help Online
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What Is The Difference Between Discrete And Continuous Mathematics? We Can Help You Differentiate!
Many students fail to prepare an impeccable discrete mathematics assignment due to inadequate knowledge about the difference between discrete and continuous mathematics. If you are also unable to differentiate these two sections of mathematics, then you should avail of discrete mathematics assignment help from us. Our experts can help you understand the differences that exist between discrete and continuous-discrete math help indiscrete math help mathematics.
Discrete mathematics tutors those mathematical structures that are basically discrete rather than continuous. You can get a clear idea about all such mathematical formations like graphs, integers, and statements covered under discrete mathematics Help with the help of our scholars. On the other hand, continuous mathematics deals with real numbers. If you want our professionals to explain this in detail, you need to take our discrete mathematics assignment writing services.
Our tutors demonstrate the difference between these two with the help of wristwatches for a better understanding of our customers. Continuous mathematics has a resemblance with analog watches which have a separate minute, hour, and second hands. In this type of watch, there are several imaginable times substantially between 8.9 P.M to 8.10 P.M. Similarly, continuous mathematics deals with all aspects with infinite scope. On the other hand, a Discrete mathematics tutor has a similarity with the working process of a digital watch. Here, the transition is clear-cut and sharp as in discrete mathematics. If you want to know more, then you should seek online discrete mathematics assignment help from us.
Our experts also provide discrete mathematics assignment samples and examples so that our clients get acquainted with all the basic concepts including logic, combinatorics, algebra, game theory, discrete calculus, and many more. You can also learn the tricks to solve an intricate discrete mathematics Help equation from these samples and examples. But these samples are for the purpose of reference only.
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Topics Covered By Our Discrete Mathematics Assignment Help Services
Discrete mathematics involves studying and analyzing mathematical structures that are discrete, rather than continuous, in nature. The branch looks at the properties of integers graphs, Boolean & probability sets, and logical statements.
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Here’s an exhaustive look at the topics and subjects covered by our world-class discrete mathematics assignment help services.
- Mathematical Logic - Propositional logic & predicate logic, equivalences, inference, proofs & relations, etc.
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- Functions & Relation - Different types of function and their domain, injection, bijection & surjection, binary functions, floor & ceiling functions, signum functions, graphs & relations, direct, inverse, and equivalent relations, properties of different relationships, etc.
- Probability Theory - Fundamental concepts, conditional probability & Bayes theorem, different types of probability distributions, axioms, and properties, etc.
Elementary & Linear Algebra - Vector & matrix operations, the rank of a matrix, determinants, Eigen values, and Eigen vectors, systems of linear equations, special matrices,
- Statistics - Descriptive statistics & inferential statistics, sampling theory, hypothesis testing, analysis of variance, confidence intervals, random variables & probability distributions, expected value, random variable functions, etc.
- Discrete Mathematical Optimization - linear & dynamic programming, optimality conditions, convex optimization, constrained optimization, optimality conditions, etc.
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Some sample Discrete Maths solutions by our Experts
- Determine if every one of the following is a member of Z (the integer set): {5}, {3, -1}, 7.12, Ö5, a = the 200th decimal digit in the decimal expression for π.
Solution:
- {5} does not belong to the integer set because it itself is a set; however, the set itself contains an integer.
- {3, -1} is also a set but not an integer.
- 12 also does not belong to the integer set.
- The value of Ö5 is also not an integer.
- Finally, whatever the digit at the 200th position of the decimal expression of pi, it must be an integer.
2. Simplify the following expression using the Boolean Algebra laws:
(x+y) (x+z)
Solution:
Let A= (x+y) (x+z)
Now, using the distributive law, we have,
A= x.x + x.z + y.x + y.z
Next, applying the idempotent law, we get,
A= x + x.z + y.x + y.z
The distributive law then gives us,
A= x (1 + z) + y.x + y.z
or, A = x + y.x. + y.z (applying Boolean OR)
or, A= x (1 + y) + y.z (again using the distributive law and the Boolean OR operation)
or, A= x + y.z
The simplified expression of (x+y). (x+z) is thus x + y.z
For more sample solutions on discrete mathematics, please look at the sample solutions section of our website. And connect with MyAssignmenthelp.com today to submit superb solutions for your discrete mathematics assignments & score straight As.
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Frequently Asked Question By Students
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Ques2: What are the most important chapters of discrete mathematics?
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Set theory
Graph theory
Logic
Permutation
Combination
Sequence
Series
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