The numbers 1 to 20 are written on slips of paper and put in a hat. How many possible ways can you draw either a prime number or a multiple of 6 from the hat?

Q: Place the numbers 2 to 10, inclusive, in the magic square so that the sum of the numbers in each…

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Q: The sum of the entries in row 10 of Pascal's Triangle is: O 211 O 102 210 10 acer

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Q: How many entries in row 8 only of Pascal's triangle are not divisible by 7? Answer: Check

A: To find: (a). How many entries in row 8 only of Pascal's triangle are not divisible by 7? (b). How…

Q: the numbers 1 to 20 are written on slips of paper and put in a hat. How many possible ways can yo…

A: Odd number or a two-digit numbers are: 1, 3, 5, 7, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20.…

Q: (2) State and use the appropriate formulae, find the sum of the odd numbers from 1 to 199,…

A: As per guidelines, we will solve one question only. (2) We have to state and use appropriate…

Q: Select all numbers that are irrational. E NIO

A: Ans:

Q: Each letter of the alphabet is assigned an​ integer, starting with A=​0, B​=1, and so on. The…

A: Solution: The objective is to find what​ two-letter word is represented by the digits ​02.

Q: 10. 1599 is a prime number then u(1599) = %3D (a) 1600 (b) 1 (c) 1598 (d) -1

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Q: In a formula, any operation we can do to a number can also be done to a variable. O True O False

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Q: Place the numbers1 to 9, inclusive, in the magic square so that the sum of the numbers in each row,…

A: We can fill up the unknown values as below.

Q: 4. If In a =2, In b = 3, and In c = 5, evaluate the following and give the answer as %3D an Integer,…

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Q: Find the smallest positive integer N that satisfies all of the following conditions: • N is a…

A: We have to find the smallest positive. N'that satisfies all of the following conditions: N is a…

Q: 19. 360 is 1% of what number?

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Q: 1. Which number is irrational? (1) 1/4 (2) V40 (3) 0.3333 (4) V144

A: To find- Irrational numbers.

Q: Given the following set of numbers, - 13 21 {블, v37, , 꽃은, -9.45}, which elements 35 V18 2 belong to…

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Q: In ʘ P (attached), AC = 3, BC = 5 and AD = 2   1. Find PD 2. Find ED 3. Find PB

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Q: Find the explicit formula, AND THEN find the asked for term. 10) 4, 12, 36, 108, .. Find a ... 9)…

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Q: So is it A, B, or C and fill in one the missing in whichever the correct letter is.

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Q: In △ABC, a = 15, B = 62◦, and c = 7. Calculate ŁC to the nearest tenths.

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Q: Find the integer a such that a ≡ 71( mod 47) and -46  ≤ a ≤ 0 I'm not sure how to solve this. But I…

A: Let's find.

Q: Compute C7,2. (Enter an exact number.)

A: Cn,r=n!r!n-r!

Q: The smallest prime numberis: 3

A: Prime number: A prime number is a whole number greater than 1 that can only be divided by itself and…

Q: Which of the following number is a rational number but not an integer? O 4 O v25

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Q: Which of the following is a prime number? A O 33 BO O:

A: The objective is to find the prime number.

Q: Question 2 There are 101 houses on a street. Each house has an address between 1500 and 1699,…

A: This is a simple problem based on simple logic. Let us give a proper explanation to show that two…

Q: Question 10 How many three-digit odd numbers can be formed form the digits 0,1,2,3,4,5, and 6 if…

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Q: Every odd prime number is greater than 2.

A: Given: "Every odd prime number is greater than 2." To find: Statement in the form "If p, then q"…

Q: The sum of the nth row of Pascal's triangle equals 2". O True O False

A: Given that the nth row of Pascal's triangle equal to 2n

Q: If ST = 12 and RT = 67, find RS. Use the number line below. R RS = (Type an integer e or a decimal.)

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Q: For each natural number n A, = (-→ 3+n U-1 Find UneN An and NnEN An

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Q: Find the formula for the nth term of the arithmetic sequ 3, 6, 9, ... an ||

A: Given arithmetic sequence is The first term of the sequence is a=3  and common difference is…

Q: 8. Which of the following numbers is irrational? V289 O 3.16524 O V404 O 2.17362

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Q: Find x in 2^x-1 = 1024^x * O 2/3 O 1/9 O-1/9 O 1/3

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Q: Are the natural numbers closed under addition? Choose the correct answer below. O Yes No

A: Solution

Q: Multiplication on the number pairs is defined as follows: (a, b) · (c, d) defined in a similar way…

A: Multiplication on the number pairs is defined as :  a, b . c, d =ad+bc , ac+bd ⊗ in T is defined as…

Q: 2. For which odd primes p is 11 a

A: If p is a prime, then by Fermat's Little Theorem

Q: am an odd number. Take alphabet an Ow ay Prom me and become tven. Who am 17

A: Given,           I am an odd number. Take an alphabet away from me and I become           even.

Q: Assume the following pattern with terms built of square tile figures continues and complete parts…

A: To find:  a) The number of square tiles in the 9th figure. b)The number of square tiles in the nth…

Q: In 2-5, round each decimal to the nearest whole number. 2. 6.7 3. 12.1 4.30.92 In 6-13, round each…

A: Rule followed when rounding the number: If the number is less then 5 than the rounding number is…

Q: AHA x YES MORE + TYSE ERU O EEMYEE

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Q: Are the natural numbers closed under subtraction? Choose the correct answer below. No Yes O O

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Q: If 20 is a prime number, then o(2309) is -1 (b) 2 (c) 2308 (d) 2310 :Select one C d. a

A: Sigma function: Sigma function of positive integer m is given by sum of all the positive divisors of…

Q: is the cube ro 20 20| o is 1

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Q: The mathematical sentence for the nth term of number 4 is

A: Here the given number is 4. Since each term is constant and equal to 4. Therefore, the nth term of…

Q: If a e Z, a > 0, p is a prime number, and p* |a³, then p² | a.

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Q: Which of the numbers are prime? а. 211 OA. Prime OB. Ов. Not Prime b. 885 OA. Prime А. В. Not Prime…

A: Prime Or. Not Prime number:- a number that is divisible only by itself and 1.

Q: For each natural number n, if 3 does not divide (n² + 2), then n is not a prime number or n = 3.

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Q: Place the numbers 1 to 9, inclusive, in the magic square so that the sum of the numbers in each row,…

A: Query- Place the numbers 1 to 9, inclusive, in the magic square so that the sum of the numbers in…

Q: 1. For AABC find c to the nearest hundredth. 77 15 23

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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.