Forming Words How many different 11-letter words (realor imaginary) can be formed from the letters in the wordMATHEMATICS?

Q: Plz do the first 3... for each one write the chemical reaction in symbols... highlight the…

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Q: prove theorem: if a square is inscribed into a right triangle in such a way that one side of the…

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Q: A box has a square base of side x and height h. (a) Find the dimensions x, h for which the volume is…

A: Topic- application of derivatives  And volume and surface area of Box

Q: Sums and Products of Rational and IrrationalNumbers Explain why the sum, the difference, and…

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Q: Describe the order of operations and explain how it is used to simplify expressions. Explain…

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Q: ENTERING A LIST Sometimes an equation or problem will have multiple solutions. When there are…

A: We have to list all the positive even  numbers that is less than 10. The multiple answers we have…

Q: Find the dimensions of the rectangle of maximum area that can be inscribed in a circle of radius r =…

A: We have to find dimension of rectangle which maximize the area of given rectangle.

Q: A businessman borrowed Php2,500,000 for 5 years at 5.5% simple interest. What amount must he pay at…

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Q: Find the concavity, point of inflection, of f(u) = e^ -(u^n / n) Where n = 1041. Also explain it…

A: The function f(u)=e-unn  where n=1041. We have to find the concavity and point of inflections for…

Q: This is a question about axioms in my Geometry class. There are two types of axioms that are known…

A: Whole number set = {0,1,2,3,4,…………}It fails to satisfy the field axioms 7 and 8. But it satisfies…

Q: what are some examples and non-examples of ''explicit formula''.

A: To Write: Examples and Non-examples of Explicit Formula" Concept: Explicit Formula: An explicit…

Q: (a) Find the dimensions of a box with a square base with volume 27 and the minimal surface area.…

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Q: combinatorial argument to show that

A: Combinations Formula: For n ≥ r ≥ 0. The formula show us the number of ways a sample of “r”…

Q: Proof that A µ8+-

A: We will prove the required result.

Q: Commutative property (3+x)9

A: Given

Q: ropriate algebra and Theorer s + 4s - 5,

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Q: 3. A property of real numbers is given. State the property and give an example in which the property…

A: (i) Commutative Property  The commutative property states that the numbers on which we operate can…

Q: Explain the Pythagorean Theorem, its proofs and applications. Include one example of correct use of…

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Q: research about (History of calculus in Egypt), then write an editorial on who should be given the…

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Q: 4. Set notation Interval notation -6 -4 2 4

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Q: (a) Find the dimensions of a box with a square base with volume 216 and the minimal surface area.…

A: let the side of square base is x and height is h. So the volume of box is x2h=216⇒h=216x2 Since…

Q: Proof Pracitce

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Q: Find the dimensions of the rectangle of maximum area that can be inscribed in a circle of radius r =…

A: Given that, There is a circle which radius is, r = 7 We have to find the dimensios of a rectangular…

Q: (a) Find the dimensions of a box with a square base with volume 512 and the minimal surface area.…

A: a)A box with a square base with volume 512 Note:     Multiple questions are given, we are answer…

Q: Following some school examinations, Ajok is studying the results of the 16 students in her class.…

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Q: Using distributive property of multiplication over addition Explanation and proving

A: This question can be solved using the concept of distributive property of multiplication over…

Q: Prime numbers have recently grabbed the attention of, not only mathematicians but also computer…

A: First of all , Let see definition of Prime numbers we know that A natural number which is greater…

Q: Counting numbers are to be formed using only the digits 6, 7, and 8. Determine the number of…

A: The total number of ways for an action consisting of two or more actions is just the product of…

Q: Find the dimensions of the rectangle of maximum area that can be inscribed in a circle of radius r =…

A: We have to find

Q: Discuss the concept of numbers in standard form.  Provide an example of a number with a value of one…

A: Standard form of a number can be define as when any number can write as a decimal number between 1…

Q: Derive the formula for the False Position Method

A: Derive using the concept of similar triangles.

Q: • 21 real imaginary 2)

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Q: +6 minus -3 (positive six minus negative 3) ?

A: +6-(-3)

Q: Pre Calculus (not Calculus) Give an example or state none exist. An irrational number between -4…

A: Que:Give an example or state none exist.   1.An irrational number between -4 and -3. 2. A negative…

Q: 1. Adding decimals is very similar to adding 2. Line up the number vertically so that all the…

A: 1. adding decimals is very similar to adding WHOLE NUMBERS  2. Line up the numbers vertically so…

Q: Problem of Tartaglia (1500-1557): among all positive numbers a, b whose sum is 9, find those for…

A: Given problem is :

Q: 83 R2)Real numbers and their properties 13,0,441, 277, 3, Jia 3, that belong to eacl. 3et 113t au e…

A: Natural numbers : the positive integers (whole numbers) 1, 2, 3, etc., and sometimes zero as…

Q: Proof of the quartic formula

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Q: prove using proof of contradiction. include your explanation in writing your solution    If n is…

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Q: Using three-Digit arithmetic to per absolute error and rolatiu

A: Given,        -10π+6e-362

Q: USING DIRECT PROOF Prove that the product of and even number and an odd number is an even number

A: Prove that the product of and even number and an odd number is an  even number

Q: Precision and accuracy have the same meaning when computing for errors in calculations. O True False

A: Ans of first question is False  And 2nd question ans is true

Q: Two problems in Mathematics came out in the latest ATBUISU about Algebra and Analytic Geometry. How…

A: The total number of examinees is 100. Among these 55% solved Algebra problems and 70% solved…

Q: Equation: Prove that x + y =n where x and y are any two primes n is 24

A: to prove : x+y=n where x and y are any two primes , n≥4

Q: omial tunction. Use the -taining the first zero.

A: Given that: The equation of the polynomial f (x) = x 3 - 3 x2 - 6x + 8.

Q: A box has a square base of side x and height h. (a) Find the dimensions x, h for which the volume is…

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Q: THE PYTHAGOREAN THEOREM • In a right triangle, the two sides adjacent to the right angle are known…

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Q: Using indirect proof:  Prove that the product of and even number and an odd number is an  even…

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Counting Principles

In statistics, the counting principle can be said to be the concept in which the quantity of an item is determined. There can be a single item, or a group of items, or items that are related to each other. In every possible set of items, the quantity of the possible item groups or their sorting measures can be determined with counting principles.